Hello, everyone. This is Paul Lucas inviting you to stay tuned for the next half hour for one of radio's outstanding dramatic productions Proudly we hail one of radio's outstanding dramatic half-hour starring Paul Lucas and present a transcribe coast-to-coast In cooperation with this station by your army and your Air Force Radio City, New York Here is your star on proudly we hail the distinguished Broadway stage screen and radio star Paul Lucas Thank you, Kenneth Bankhouse Our play is entitled Weekend at Colencos the scene behind the iron curtain the time today our story a tale of a frightened man treachery and the saved life Our first act curtain will rise after this important message. Here's a word to the young women of America Have you heard about the excellent opportunities for advancement in the expanding women's Army Corps? Every day more young women are finding out the details about job openings in the women's Army Corps So visit your nearest United States Army and United States Air Force recruiting station Volunteer for the whack today And now with your star Paul Lucas in the role of Stefan Donner your army and your Air Force present the proudly we hail production Weekend at Colencos Stefan Donner the noted composer and pianist was an enigma in the minds of most people Very few knew the true character of the seemingly cold and arrogant genius who played before the high and mighty everywhere Music was his life.  I played a concert Yes, sir on the corner Nothing behind us Alright pull up I'll open the door If I may say so you pick a rotten time to do business You are sorry now, that's fine.  I really couldn't say sir Stefan You know Colonel Maxim Colenkov. Yes, I know the Colonel. What about it Colenkov's now in Prague And will be for about a week. It's gonna be on hand to hear you play Hmm his taste in music couldn't be better He'll be using the home of a fellow Colonel away on leave with Colenkov There'll be a doctor Hans Heineck one of their top scientists. He's what the fuss is all about He's a German whom they grabbed at the end of the war Now for the past six years he's been working for them from all indications completely converted to their ways Only we have reason to think he may not be well that he's been desperately seeking a way to escape What makes you think that I'll give the details later right now I want to give you the overall picture now Very thin ice It wouldn't be a trap because they would gain so little by no But if honey he isn't trying to get away and you tip your hand he'd expose you and you'd be a cold turkey Richards I May be many things dead or alive, but please don't confuse me with a cold turkey All right your highness, but you can see the situation But the weak point is that we don't know whether Heinrich really wants to get out and the problem is If he does want to get out, how do we arrange it? I think we have a pretty well planned out all you do Well, now isn't that charming suppose you tell me about it as matter of timing more than anything else Well, I disagree More than anything else. It's a matter of Stefan Donner sticking his neck in the news Our necks sir. Oh, yes, of course. I beg your pardon ring our necks Tell them to go away. Tell them they've heard me play and that's enough. Yes, sir I'm very sorry, but the master's tired Lanker ring let him in Lanker what a surprise Well, you are there tonight. Yeah, good. Good. I see that you haven't lost all your brains You don't change. No, you don't change at all change. Why should I change you and your friends are doing enough of that? I think you have the most horrible disposition of any man I know Alice, how long are you here? Where you stay? I have a concert in Paris next Friday Oh, that means you can spend the weekend with me. I'm staying out in the country. I was all to myself There'd be just the four of us four who are the other my My wife Marta and your wife You you married What is so strange about that You mean you are depriving all the women in this part of the world Well, I wouldn't say that but wait until you see Marta. I can hardly wait Who is the fourth a man named Hange is a doctor. Why? What's the matter? You sick? No, no, no, no that kind Is a scientist scientist Scientist no, I'm sorry. I won't come but why what's wrong with that? I don't like scientists. Oh, come on. Don't be childish Dr. Heineck is a very pleasant fellow. What are you doing with the scientist anyway? Let us not talk shop. We're here on business. Well, what about will you come? I? Insist, I'll have my chauffeur pick you up in the morning Very steak. Well, that won't be necessary. I just bought a new car. Ring here will drive me out Do you have accommodations for him? Of course A new car You must be rich. What kind? Well, I think we'll call it a donor. I had it specially built Especially built Well, I'll give you a man the directions No, it's good to see you.  I'll take you for a ride later. Excellent Well, how do you like this place? Looks horrible. I might have known you you'd say something like that Martin This is Stefan Donald the great musician is also the worst man at fellow. I know Pleasure madam. I'm happy to see that the Colonel not only has good musical taste Thank you so much. We are very happy that you could come. I am happy to see that the You Inside is as bad as the outside worse Looks like a stuffed museum Your wife is the only reason I'm staying I Can't figure out how anyone so charming and lovely could marry an oaf like you go too far down You mean it doesn't bother you you don't ever think about it. Well, that's even worse Why I pick your pardon Colonel. Oh, there you are Come in and meet my friend Stefan don't Stefan Donna. Oh, oh, I didn't see you Excuse me. How do you do? How do you do sir here? How are doing come on?    I bought Isn't that right on man? I live in an age of fools. I have to associate with them all the time So perhaps that makes me want to What about you doctor?   He's a very smart man. Why don't you let him answer for himself?  Oh come on now. Let's stop this How long will you be gone Maxime? Hmm several hours probably You won't be lonely, will you? I shouldn't think so. I may even be able to talk her Donna into playing for me What is it called? Oh, I don't know Nocturne is as good a name as any You like it? It's lovely Tell me how does a man like you tolerate a man like my husband?  You don't know him as I do. No, I don't If you feel that way How is it you married him? I had no choice Please please don't think me mad here Donna, but well, I'd like to ask you an important question Whatever you ask madam. I promise. I won't think you're mad This is as close to western europe as I have been since the end of the war. I I don't know if I'll ever get another chance like this I want to get out. I want to get across to the other side Can you tell me what I should do? As bad as that. Hmm as bad as that You know, I keep out of these things. I don't take sides Your husband is as much a friend as some french or english or american colonel. I read them all the same I know that I'm not asking you to risk anything. Just just tell me what you do if you wanted to get out I don't know as I know I'd never been in the position I've heard it said it's very difficult to cross the border. It's very well guarded Still it's done all the time Tell me why do you say these things to me? Aren't you afraid I might tell your husband? No, I'm not Oh, you're supposed if I I got on a plane for say Switzerland I might get there with the right papers. I suppose it's possible What's really madam? I am the last man in the world to ask for advice on something like this On the musician Nothing else and when it comes to this sort of thing It complied babe in the woods Didn't uh What's the matter ring? Someone's been through the luggage, sir. Well, that's normal. Anything's missing. I'm afraid so sir The pipe is all of them. You mean yes, sir everything It looks to me ring like the good doctor heinig is indeed a very desperate man You'll have to try and prevent him from doing anything rash And the proudly we hail production weekend at Kolmkopf's will return in just a moment for the second act Any woman who knows the great things women have done in our nation's history Knows that the work of the women's army corps deserves a high place on the list The women of the whack women's army corps are again serving alongside the men of the united states army If you are a young woman between 18 and 34 and qualify You can find a career of deeply satisfying service in the women's army corps Because your united states army and the women's army corps are growing rapidly today Your chances for advancement are better than ever Visit your nearest united states army and united states air force recruiting station. Learn all the facts today You are listening to proudly we hail and now with your star paul lucas in the role of step on donor We present the second act of weekend at Kolmkopf's For a scientist you don't play a bad game of billiards What kind of a scientist are you anyway? I I can't talk about it Can't talk about it Do you think that anyone could keep me from talking about my music? It's somewhat different Your music won't Won't destroy anything You know if I felt the way you did right back quit Go someplace else.  Well, I suppose it would be rather difficult for a chap like you They keep pretty clothes tabs on you, huh? Are you really so blind sir? Don't you know what's going on in the world today? You know, I can tell you all about yourself First the nazis you work for them because you have a family and you like living pretty well yourself Next you are confiscated by our friends here Maybe you still have a family. Maybe you still like living and maybe they have just frightened you to the point Where you are helpless But now you are closer to the other side Then you have been since the war And you want to get out Oh, how you want to get out? Stop you have no no no right to talk that way. I I'm perfectly happy with my work.  Oh, good morning I must say you are a fine host forgive me step What is all this talk I just heard about papers I a good doctor and I were discussing how foolish it would be for one man to try to cross the border With another man's papers. Oh, who is trying that? Why ask me?  He made it all up every third of it That's true And if my papers and the papers of my men are back there where they belong in half an hour, I'll forget your papers I mean someone I need You and I better have a little talk Perhaps together we can find her doner's papers It amazes me to have an honored guest treated in such a manner Come along When your papers have in return staphon I'd like to take a ride in your new car Did you have to do that?  I was in the conservatory your voices carried In this part of the world today, what is more important than a man's papers last night I thought you were the kind of person who knew the answer to that now. I see that you're not Couldn't you have gotten them back without telling my husband the poor tortured little man I have no sympathy for men like him. I'm sorry. You don't even know. He was the one who stole them It was rather obvious How are your plans coming? That no longer concerns you head doner Yeah, perfectly right madam But still I wish you good luck While I am out driving with the colonel Get to heinish you'll have to put it across to him if I go near him now It would be completely out of character. I think it's working out very nicely, sir So far, but the big hurdle lies ahead the radiogram will arrive tomorrow afternoon so we can cross the border at night Uh, how long will you be gone, sir? No longer than an hour He's got to be ready then I'll park the car in the drive. You'll be ready to take it back by the stables You know what to do then quite sir I'll busy myself wiping it off and that sort of thing I'm sure no one's about I'll unlock the trunk and open the compartment behind it Then I'll go off for a few minutes and while I'm gone the doctors to come out of the stables and get into the compartment I'll come back close it and the trunk And await developments and you can rest assured The hue and cry will be heard from here to muskow first. He's got to be talked into it, sir What do you want?  That's right Just wanted to say I don't blame you for what you did Could I come in for a moment? What is it? Now, uh, this friend of mine had a specially built car Behind the trunk there was a compartment Small man a man like yourself could get into it Of course, it was very small and stuffy And after a few hours in such a place a man might be willing to give the whole thing up Unless he was really desperate Looked it very neatly it was at a place similar to this a sunday afternoon Stables in the rear no one around the chap in the stables while the other man worked about the car Then when the time was right Of course the chap had to realize he'd be boxed up in the compartment a number of hours before the trip would start or the border And the trip itself would be long and grueling That's what the chap had to understand And do you know, sir? It worked and no one was ever the wiser Absolutely priceless What is this matter? I thought you should know Dr. Heinrich seems to be nowhere about He's disappeared What? He's what? If he took my papers again, I'll ring his corny neck I never thought he had the knife never Oh, calm down colenkov. He can't get very far. I know I know what the police have been on this this two o'clock Either the six and otherwise not the two anyway Maybe he threw himself in the river. That's exactly what I'm afraid he may have done That's even worse for me I was trusted to take good care of him He's one of our most important scientists. He's the man who If I don't get him back, I'll Hello What? Yes, this is right here for you. Oh, hello Yes, that's right All right, read it What?  No, there is no reply Now that's the last straw trouble for you. No, no nothing like that Just that they have my concert book for Wednesday night and not Friday Oh, why have I got to put up with such fiddle-headed nincompoops? I'll have to leave at once Oh Ring ring. I don't think it was you who had trouble I wonder what you would do if you were in my spot.  I've already said we'll buy to your husband Who seems to be somewhat busy on the telephone I'm sorry. We were not able to become better acquainted Frankly here, Donner, I don't think either of us would benefit. You have your music and I I have my plans And no better time than now to try them out Goodbye, madam Something to travel here. No, okay Would you mind if I if I came along as far as the border? I I think it would be wise for me to be a chair Just in case Hengish tries to get through there. Yes, that's a very good idea under the circumstances climb in Oh, uh, Martha, I uh, I may not be back for a while. Take good care of yourself.  Who do you think issue those office? I did Let this car pass at once. Yes, sir Well, Keanu, I hate to leave you in such a bad hole I'm sure Hengish will turn up if he doesn't Well, stay close to the border. I assure you I plan to. My health is very important to me Goodbye, Donna. I hope to see you again. I'll be the same Keanu He even helped us get away. Well, I thought he was gonna ask us to take him across If he had I don't think I could have kept a straight face now. Let's see if our unseen passenger is still alive Pull up drink and we'll get him out of there He'll need air Fresh air Please show in just a moment Here's an urgent message to all registered nurses This is a chance for you to be a vital service to your country and to yourself The army nurse corps has opportunities for you You'll become a commissioned officer with good pay and allowances with excellent chances to further your career You'll have the benefit of working with the finest medical equipment in the world You'll learn the newest professional techniques in anesthesia operating room procedure nursing administration And many many others. So get all the facts today You can do this by writing or wiring the surgeon general united states army Washington 25 dc Do it now This has been another program on proudly we hail presented transcribed in cooperation with this station by the united states army and the united states air force recruiting service Proudly we hail stars paul lucas Week ended colin cups was written by duet cup The music was composed and conducted by john guanieri This program was produced under the supervision of charles and rogers productions and was directed by charles wilkes This is kenneth banghart speaking and here again as your host and star paul lucas We cordially invite you to join us next week over the same station for proudly we hail Our play is entitled the key and the cloak until then Goodbye


Hello students, a very good evening to all of you. So today our point of discussion will be pair of straight lines. Okay, we will do the first exercise from Arihan's book on this topic. So, here comes the first question. It is saying the lines given by the equation 2 y square plus 3 x y minus 2 x square into x plus y minus one equal to zero format triangle. And we have to comment on the triangle whether it will be equilateral or right angle triangle or isosceles triangle or obtuse angle triangle. So let me write the given equation first. So it is given that 2 y square plus 3 x y minus 2 x square. Okay, this whole thing multiplied by x plus y minus one equal to zero. Now this equation is giving, giving us the sides of the triangle right in that also if you see this first bracket, this will be giving a pair of straight lines right. This will be giving the pair of straight lines. And since this is a homogeneous second degree equation. So basically it will give a pair of straight lines passing through origin. Right. These straight lines will pass through origin. Okay. And so these, these two lines will be the two sides of the triangle and one third side will be this side means third side of the triangle we can write the equation for that third side from this equation. So basically the third side of the triangle and from this first bracket, we will be having the two sides of the triangle. So if you see if we factorize it by splitting the middle term, what we can get this two into two minus four so basically we can break it into two y square. This middle term we can write as four x y minus x y minus two x square is equal to okay, or not equal to I'm living as it is, I'm keeping it as an expression. So what I can do I can take two y common from here, then y plus y plus two x right, and from here if you see we can take x common so y plus two x, so y plus two x, okay, and two y minus six. So basically, this will give us the two sides y plus two x equal to zero and this two y minus x equal to zero, this will be the two sides of the triangle. If you observe here the slope of this line is how much minus two and the slope of this line, the slope of this line is how much one by two, right, and if you see the product of m one and m two is coming out to be minus. So basically this line and this line are perpendicular to each other. So, regarding triangle, we can comment that the same triangle will be a right angle triangle. Now, basically we don't need to do these lot of things right, because if you observe this, if you observe here. This is a bit of theory part. So if you observe this equation to why square plus three x y minus two x square right. Here if you see the value of a means is minus two and be is two. So basically is what coefficient of x square. Okay, coefficient of x square. The coefficient of x square is minus two and coefficient of y square is two, and here coefficient of Y square is two. So if you see the sum of a plus B is coming out to be zero, right. So whenever, whenever this homogeneous equation in second degree. And whenever this product of sorry the sum of the coefficient of x square and y square comes out to be zero. It means the given straight lines the given pair of straight lines will be perpendicular to each other. The given pair of lines or you can say given pair of straight lines will be perpendicular to each other. So by observation also we can answer this question, but okay by our calculation. Also we observe here. Okay, so if you have will command on this pair of straight line you can simply take the answer as right angle by seeing that the coefficient of x square the sum of the coefficient of x square and y square is coming out to be zero. Hence the pair of straight lines will be right angle pair of straight lines will be perpendicular to each other. And if the two sides of a triangle is perpendicular definitely it will be a right angle trying. Okay, so moving to the next question. Here it is saying the area of the triangle formed by the lines, this and this. Okay, so basically this y square minus nine x y plus 18 x square is equal to zero. Obviously this will give us a pair of straight lines passing through or is it pair of straight lines passing through or is it. And our third equation is y equal to nine. So first, let's write the equation of this pair of straight lines individually means what I can do, we will be writing the equation of straight lines from this equation. So if you see nine and okay we can make we can split the middle term as y square minus six x y minus three x y plus 18 x square is equal to zero. So taking y common from the first two terms we will have y minus six x. And here what we can take, we can take three x common. So why minus six six, and this equal to zero. So basically why minus six six. Okay, and why minus three x equal to zero. So why minus six x equal to zero will be the one line and why minus three x equal to zero will be the other line, right. Now we have to find the area of triangle formed by these lights. So basically if we if we draw a rough diagram for this. Okay, so this is our x axis, this is our y axis somewhere here, we will have y equal to nine. Okay, this is our y equal to nine line and this line will be y equal to six x and y equal to three x right. So, basically, if you see this line will be your y equal to six x. Okay, so the slope of this line is higher. So y equal to three x and this line is basically what y is equal to three x. So basically the question is asking this thing, right, the area of this triangle, we have to find the area of this triangle O A and B, we need to find the area of this triangle. Now what we can do, if you see, we can have the coordinates right, we can have the coordinates of this point A and B. coordinates of A will be coordinates of A will be the Y coordinate is definitely it's nine. Okay, and when you put nine here, when you put nine here it will be three nine by six. Okay, so nine by six means how much three by two. So the x coordinate of A will be the x coordinate of A will be three by two and it's a Y coordinate will be nine. Similarly, what will be the coordinates of our B. So y equal to nine definitely the y coordinate will be nine and you have to solve this thing y equal to three x is equal to and y equal to nine. So keep put the value of nine here so x will be three. So the coordinates of B will be this three by nine and anyhow you know the coordinates of the origin. It's zero comma zero. Now the area of triangle, area of triangle A O B right, this is what we need to find. This will be equal to half times base base means this AB we can take the base and this height. Okay. This I suppose I'm naming it as D. So half AB into AD. Now half AB is how much AB will be three minus three by two. Right. So it will be three by two and what is the height this AD will be how much y equal to nine. Okay, the y coordinate of A and B is nine. No, so its height will be means AD distance will be nine. So this is coming out to be 27 by four is square unit. So see where is this option available in the question. Yeah, it's there in option A. So our area of triangle A O B will be 27 by four square unit. Okay. So moving to the next question. It is saying the equation three x square plus two h x y plus three y square equal to zero represents a pair of straight lines passing through the origin, the two lines are. Okay, so the given equation is three x square plus two h x y plus three y square is equal to zero. Definitely it will represent a pair of straight lines which will passing through the origin. Okay, now the question is asking the two lines will be real and distinct real and coincident or real and distinct if this and this real and coincident if this and this. So, if you compare it, if you compare the given equation with our standard second degree homogeneous equation. So, a x square plus two h x y plus B y square is equal to zero. This is our standard homogeneous second degree equation. So on comparing, you can see the value of a is three. Okay, the value of B is three, and definitely it is as it is. It is equal to two H. So, there is no change in this H, H is as it is. We have to find the relation between H and AB, so that what will be the nature of the lines, what will be the nature of the lines compare, which are, which are derived from this equation three x square plus two h x y plus three y square. So the standard equation, if H is square is greater than AB, okay, if H is square is greater than AB, then, then the pair of straight lines, then the pair of straight lines, we have, we have learned this right. I hope you all are remembering, hope you all are remember, remember that that theory part. So, if H is square is greater than AB, our pair of straight lines will be, or the pair of straight lines are real and distinct right, are real and distinct. So, if there is an equality sign, if H is square is greater, is equal to AB, if H is square is equals to AB, our pair of straight lines are coincident, pair of straight lines, okay, are coincident. So, hope you all are aware of this. So, coincident, coincident. Okay. Now, here if you see H is square is greater than AB. So, in our case, what is the AB? A is three and B is three. So, if H is square is greater than nine, if H is square is greater than nine, then the lines will be real and distinct, right. So, real and distinct if H is square is equal to nine, option B is correct anyhow, real and coincident, if H is square is greater than three, no, this is not the case, real and distinct. No, for real, for the pair of straight lines to be real and distinct, H is square should be greater than nine, from here we get, so this is not the option, a real and coincident if H is square is equal to three, no. If H is square is equal to nine, then the pair of straight lines will be coincident. So, this option is also wrong. So, the only correct option is this option B, that is the lines will be pair of straight lines will be real and distinct if H is square is greater than nine, okay. So, hope this question is clear to all. Now, moving to the next one, here comes the fourth question. If one of the lines of the pair AX is square plus two HXY plus BY is square equal to zero, by six the angle between the positive direction of the axis, okay. So, this is AX is square plus two HXY plus BY is square is equal to zero, right. So, this equation will give us a pair of straight lines passing through horizon. Now, the question is saying that one of the line, one of the line of these of this pair of straight lines bisects the angle between the positive direction of axis. So, one of the line is one of the line, okay, one of the line is what one of the line is Y is equal to X, right. Because this is the line this this Y equal to X line bisects, right bisects the angle between the positive direction of axis, okay. So, we came to know that the one line of one line of this pair will be Y equal to X, okay. So, if you see it's a slope is slope of this line is how much slope of this line is one right. So, for this, for this a second degree homogeneous equation, we know one relation, right. So, this will be M1 plus M2 is equals to minus two H upon B, and, and one more thing M1 into M2, where M1 and M2 are the slopes of the pair of straight lines M1 into M1 into M2 is how much A by B. So, here if you see one of the slope of the lines is one. So, I'm taking that as one and the other slope as M. So, one plus M is how much minus two H upon B. Okay, and here if you see one into M will be A upon B. Okay. So, here we get the value of MS A by B, right. And we can put the here, we can put the value of M here. So, let's check it whether I'm doing correct or is there any mistake. Okay, let's put the value of M here. So, it will be one plus A by B equals to minus two H upon B. Let's take B LCM here. So, it will be A plus B is equals to minus two H upon B. Okay, so this B and B gets cancelled. And we got this A plus B is equals to minus two H. So, I think this will be the answer. A plus B is equal to two mod of H or A plus B is equals to minus two H. So, yeah, it's there in the option B. So, I think this will be the answer. Okay. So, it's a simple question only, since we know the slope of one of the lines, right. So, we from there, we found out the slope of the other line. On comparing these two equations means on analyzing these two equations, we got the value of M. On solving these two equations, we got the value of M. Okay. So, this relation we are getting A plus B is equals to minus two H. So, hope this is clear to all. Now moving to the next question, this question number five. It is saying if the slope of one of the lines given by A square X square plus two H XY plus B square Y square is equal to zero, be three times of the other, then H is equals to. Okay, so same concept we will be using the given equation is A square X square plus two H XY plus B square Y square is equal to zero. Now we are already aware of the fact that this will represent a pair of straight lines. Okay, whose slopes are M1 and M2. So, we are having one relation between M1 and M2. That is the sum of this M1 plus M2 will be how much minus two H upon B and the product of this M1 and M2 will be A upon B. Okay. So, okay, don't write A and B here in. So, what can we do because A and B is already there. So, what can we do here we can write it as capital B okay capital B and we can write it as capital B A upon B. So, M1 plus M2 here will be minus two H. So, who is playing the role of this B, it is B square basically, and who is playing the role of a is, is role is being played by a square and B's role being played by B square. Okay. Now, M1 is equals to it is saying that the slope of one of the line is three times the other. So, let me take, let M1 is equal I'm taking the M1 as M. So our M2 will be how much it will be three times the other so basically it will be three. So, from the first equation, this is our first equation this is our second equation. So from one if you see what we get M1 plus M2 means four M is equals to minus two H upon B square. Okay. And from two if you see what we get three into M square, three times M square will be equal to a square upon B square. Okay. So, if you see from here we get the value of MS minus two H minus two H upon four B square. Okay. Now what I will do I will put this value here. Put the value of M here. So, I will get three times M square M square means this four H square four H square upon this 16 right 16 B square. So, this will be our M square. Okay, so three into M square and that will be equal to a square upon B square. Okay, so B square B square will get cancelled out. So, B square B square will get cancelled out but we should have the B also okay in the final if you see. Let's check whether we have done it correctly or not. So, this, this is our equation. Okay, a square X square plus two H XY plus B square Y square. So, minus two H upon B, the sum of the slopes will be minus two H upon B so minus two H upon B square and M1 M2 is a upon B that is a square upon B square. Okay. So, from here if you see four M will be equal to minus two H upon B square and our M will be minus two H upon four B square and this the product M into three M square. So, three M square will be equal to a square upon B square. Now we are putting the value of M here. Okay, okay. So, this will be four H square and 16 B power four. It will be B power four and three M square that will be equal to a square upon B square. So, I think what we need to find, we need to find the value of H okay. So, this will go four times and we are having the H square the value of H square is coming out to be four times B power four A square upon this is three upon three upon B square right. So, this is nothing but two B square A square upon three because this B square will cancel it. So, two times B square, not two times no four will remain as it is. So, four into B square A square upon three. Okay, so the value of H will be coming out to be under root of this thing for B square A square upon three. That is nothing but plus minus two by root three AB right. So, this will be our value of H two upon root three AB with plus minus sign. So, it's there in option C and option D. Okay, so both will be correct I think so option C and D is correct for this question. Now, what we have done here we have used the known information that the sum of roots of the equation some of the sorry some of the slopes of the straight lines will be equal to minus two H upon B. And the product of the slopes will be equal to a by B. Okay. Now, this is our question number fifth. Now, moving to the next question, this is our question number six. The question is asking to find the separate equation of the two straight lines whose joint equation is given by this. The joint equation of straight lines or the pair of straight lines equation is given as AB into X square minus Y square plus A square minus B square into XY. This is equal to zero. So, if you open the packet what we will have AB X square. Okay. And here if you say it will be a square XY minus B square XY and this will be minus AB Y square minus AB Y square. Okay. So, I have just opened the packet and expanded this equation. So, if you see what we can take common here we can take X common here from the first two terms. So we will be having BX plus a Y right BX BX, since we are taking a X common so BX will be there and then a Y will be here. So, if you see we can take B Y common from these two terms. So, what we will be having, we will be having BX plus a Y right that is equal to zero. Now BX plus a Y into a X minus B Y equal to zero. So basically this will be the equation. This plus a Y will be equal to zero will be the first equation and this a X minus B Y equal to zero will be the second equation of the line. If you observe here if you observe here what is the slope of this line, the slope of this line will be minus B upon a right and what will be the slope. Sorry, don't write it as why the time wanting to make the slope and what will be the slope of this line. It will be basically a upon a upon B right and M into M dash is coming out to be what this is coming out to be minus one. So this is the same case, same case what we have done in the first question if you observe here, if you observe here. The coefficient of X square is a B and the coefficient of Y square is minus a B right. So a here is a B and B here is minus a B so a plus B is coming out to be zero. So, obviously, the pair of straight lines will be perpendicular to each other. So that is not the asked information the information was like the question was like write the equation of the lines so this will be our equation. So we have to add like the slope since the slope of this is coming out to be the product of the slopes of both these lines are minus one that we can see here in the equation of the pair of straight lines joint equation right because in the joint equation the coefficient of X square and Y square, the sum of coefficient of X square and Y square is coming out to be zero. Okay. So that is the additional information that is not asked in the question. Now coming to the next question find the coordinates of the centroid of the triangle whose sites are basically this equation will give us the two sites and this equation will give us the third site. So we have to find the coordinates of the centroid of the triangle. So basically for finding the coordinates of the centroid we have to find the coordinates of the vertices of the triangle. Okay, so if you see this will be 12 x square minus 20 x y plus seven y square is equal to zero. So these equation this equation will is giving the pair of straight lines that pair of straight lines will be the two sides of the triangle and one third side is giving us two x minus three y plus four equal to zero. So basically the third side is this the third side is given two x minus three y plus four equal to zero and from this equation we will get the two sides. So what we can what we can do here. How can we write the equations individually so 12 into seven will be 84 84 can we split the middle term. 84 means 14 and six yeah we can do it. So this will be 12 x square minus 14 x y. Okay, minus six x y plus seven y square is equal to zero. So if you see we can take two x common here. So taking two x common we will be left with the six x minus seven y. Okay, and here we can take y common so six x minus seven y equal to zero. Yes, so our equation of lines is six x minus seven y equal to zero and two x minus y equal to zero. So for finding the coordinates of the centroid, we need to have the coordinates of the vertices. So what I will do I will solve these equations. Okay, I will solve this side, the six x minus seven y equal to zero and this third side, that is two x minus three y plus four equal to zero. So here I will get the coordinates of one of the vertices, and from here on solving this two x minus y equal to zero, and two x minus three y plus four equal to zero, we will get the second coordinate. And obviously the third, third vertices will be the our origin, since these two lines are passing through the origin, that is zero comma zero. So solve it, what we can do, we can multiply it by three and then subtract it. So six x minus nine y and plus 12 equal to zero. Okay, now I will subtract it. It will be minus seven y plus nine y that is two y minus 12 equal to zero. So from here we get the value of y as six. Once we get the value of why we get the value of excess seven into six will be 42. So x will be seven right. So our x will be seven. Now on solving this, what we will get. Okay, we can subtract it directly. So three y minus why that will be two y. Okay, so two y minus four equal to zero. So value of why is two. Once we get the value of why we get the value of excess how much one right. So this is one of the vertices, this is one of the vertices and the third vertices is so suppose this is our triangle ABC. Okay, so this is our triangle ABC. So the vertices will be this will be definitely our origin. The second vertices will be seven comma six, and the third vertices will be one comma two. Now the centroid, we need to find the coordinates of the centroid. So centroid will be the coordinates x one plus x two plus x three, zero plus one plus seven by three, and the y coordinate will be zero plus zero plus two plus six upon three. Okay, so this will be eight by three, the x coordinate will be eight by three, and our y coordinate is also coming out to be eight by three. So this will be the coordinates of the centroid. Okay. So is this is what asked in the question find the coordinates of the centroid of the triangle. Yes, so this will be the coordinates of the centroid. Now, coming to the next question. This is question number eight. Since this a x square plus two h x y plus b y square equal to zero be two sides of the parallelogram and the line lx plus m y equal to one be one of its diagonals. So, so that the equation of the other diagonal is given by this equation. Why into BL minus HM is equal to x into a minus HM. Okay. So, a x square plus two h x y plus b y square is equal to zero. If the lines be two sides of the parallelogram. So basically these are the pair of straight lines passing through or is it. So we can do one thing we can make a rough sketch for this. Okay, so this is our y axis this is our x axis. Now I want to draw this pair of straight lines. So, how can we draw. So, let me draw in this way. And let me, this is our parallelogram and this is our diagonals. Okay. So this is a point, oh, let me call it as a B and C. Okay. And let me call this as a. The diagonal where the diagonals are intersecting is point M. So since this O A B C is a parallelogram. So basically diagonals of a parallelogram bisect each other we all are well aware of this fact. Now, the equation of away. Okay, the equation of away and equation of OC, we can write from here. So if we need to write the equation of away, it will be of this form y equal to M one x. Okay, and equation of OC will be why is equal to M two x. Okay. And where we are aware that where we are aware that M one plus M two is equals to minus two H upon B and M one into M two is how much a upon B. Okay, we are aware of with this. And what we can do basically we have to write the equation of the other diagonal. Okay, so equation of AC is given basically. The equation of AC is given as one of the diagonals equation is given. No. So equation of AC is given as L X plus M Y minus one equal to zero. So this is the equation of one of the diagonals. Okay, so we can do one thing we can solve. No, we can solve this way with this AC and we can solve this OC with AC. So care so that we can have the coordinates of this A and C. So, basically, I want to know the coordinates of this A and C, because by knowing that I can have the coordinates of M, because M will be the midpoint of this A and C, and once we will have the coordinate of M. And we are readily available with the coordinate of Oh, so coordinates of O and M is known to us then we can easily write the equation of the second time. So what I need to do I need to solve this O A, O A and AC, I need to solve the O A and AC, O A and AC. So, how can we do, is there any relation given between this M1 and M2, like the two sides of the parallelogram and the line this being one of its diagonal, so that the equation of other diagonal is this. Okay, so let's try to figure it out. So, I need to, I'm going to solve this O A and OC, let's see what's, what's coming out from this. So I'm solving this O A and AC. So equation of O A is Y is equal to M1X. So I will put in the equation of AC. So it will be LX plus M, in place of Y I'm going to put M1X, okay, M1X, then minus one equal to zero. So from here, from here we can have the X coordinate, X L plus M M1, right. I'm taking X common, so L plus M M1 is equals to one. So X is coming out to be one upon L plus M M1. Okay, so once we get the value of X here, what will be the value of Y, Y will be nothing but M1 times X, right. So M1 upon, M1 upon L plus M M1. Okay, so this will be the coordinates of point A. This will be the coordinates of A. This will be the coordinates of A because I'm solving O A and AC, so this will be the coordinate of A. Now, in the same way what I'm going to do I will solve OC and AC, solving OC and AC. So here also what I will do I will do put the equation of means put the substitute the value of Y in the given equation of diagonal so LX plus M into Y, Y is M2X in this case. M2X is equals to one. So again, I will take X. What we can do we can take X common from these terms it will be L plus L plus M M2. Okay. M M2 upon. No, one upon L plus M M2.  So M2 upon L plus M M2. So basically this is, this is the coordinate of, this is the coordinate of our B. Is it okay. This will be the coordinate of B. Now once we are aware with the fact that the coordinates of A and sorry, not B, it will be the coordinate of C, it will be the coordinate of C. Okay. So once we are having the coordinate of A and C, we can simply find the coordinates of our point M. Right, so coordinates of point M will be how much coordinates of M will be X coordinate X coordinate will be X coordinate will be half times. Okay. So half times this, this thing, or we can write X1 Y1, and I can write this as X2 Y2. Okay. So X1 plus X2 means one upon L plus M M1. Okay. And one upon L plus M M2. Right. This will be the X coordinate and what will be our Y coordinate. Our coordinate will be half of, half of this Y thing, means M1 upon L plus M M1 and plus M2 upon L plus M M2. Okay. Is it okay. Now having known this, let me, let me write the coordinates of M as A comma B. This is our A and this is our B. Right. This is our A and this is our B. So what we can do. Now our target is to write the equation of this OB. Okay. So definitely OB will be of this form. The equation of OB if you say equation of OB. OB will definitely pass through the origin so the equation of this will be Y is equals to MX. Okay, where M is what the M will be M will be Y is equal to M. What will be the M what will be the slope of this, it will be B upon a right B upon a into X. Now, this B upon a is known to us. Why? Because B is given by this equation and A is given by this equation. So putting the value of this B upon a you can simplify this thing. You can simplify this B upon a ratio and you will have the equation of the OB. This will be the equation of OB. Take this ratio, find this ratio B upon a and you know the value of B and A. So definitely you will be able to figure it out and put this value here in this equation Y is equal to MX. It will be our equation of this equation of OB. Okay, so hope this is clear to all. Now, moving to the next question. This is our question number nine. Question is asking to find the condition that one of the lines given by AX square plus two HXY plus B square equal to zero may coincide with one of the lines given by this equation A dash X square plus two H dash XY plus B dash Y square equal to zero. So both are basically giving us both are giving us the equation of pair of straight lines. So AX square plus two HXY plus BY square is equal to zero. Okay, this is one homogeneous second degree equation. And the second homogeneous second degree equation is A dash X square plus two H dash XY and plus B dash Y square is equal to zero. Now this also gives us a pair of straight lines passing through origin. This equation also gives us a pair of straight line passing through origin. Now the question is saying one of the lines of this of this pair of equation and one of the lines of this pair of straight lines coincide means they are basically same. So one of the lines of this equation and one of the lines of this pair of equations are same. Okay, find the condition. So if that is the case what will be the condition find the condition that one of the lines this may coincide with one of the livens, one of the, may coincide with one of the lines given by this. So what we can do, we can assume the line to be Y is equal to MX. No, we can do that because that line will be definitely passing through origin. So I am saying one of the line of this is Y is equal to MX and one of the line from this second equation is Y equal to MX. So, definitely, this equation should satisfy both equation one and two, right. So what I will do I will, I will put the value of Y as MX in both the equations. So it will be a x square plus two hx in place of why I will put x MX right, and here I will put y into m square x square is equal to zero. So this is from one. And similarly, from the second equation what I will have from the second equation I will have this thing. A dash x square plus two h dash x into y in place of why I will put MX and this be dash and m square x square is equal to zero. Okay, so on simplification means on some after simplification we will have this as a x square plus two h m x square plus b m square x square is equal to zero. So x square if you take common, you will have b m square plus two h m plus a equal to zero. And similarly from the second equation, from the second equation we will have the same thing is same. No, so it will be come. It will be in the same way. It will be b dash m square. Okay, plus two h dash m and plus a dash is equal to zero. Okay, so no need to write this by observation we can say if this is coming for the first this will be our for second equation. Okay, so this will be b m square from this from this third we can say from this third we can say b m square plus two h m plus a equal to zero. And from this fourth equation we can say b dash m square plus two h dash m plus a dash is equal to zero. Okay, now we have to solve this. So we can use the concept of our cross multiplication. So it will be m square upon this will be the two h into a dash. Okay, m square upon two h into a dash. Okay, minus two h dash into a that will be equal to this minus m upon what it will be there b into a dash b into a dash b into a dash minus a into b dash and that will be equal to that will be equal to one upon how much b into two h dash or two h dash b two h dash b minus two h b dash two h b dash. Okay, so from here we can say our, if you take a minus common from here. So a b dash. Let me write in this way. Let me write in this way this m square upon this to if we take common what we can get. We can have two h or h a dash.  Okay, that will be equal to one upon two h dash b minus two h b dash. So what we need to find we have to from here if you see the value of m we are getting no so after getting him.  Is this what we require to prove. Okay, the question is asking to find the condition. Okay, so basically our slope will be this no. So we can put the value of him here. We have got the value of him, we can substitute the value of him here and we will get the, we will get the condition because our target is to eliminate him because in question nowhere. There is a we have assumed the line to be y equal to max. So we can eliminate this m by putting the value of him in this equation. So, whatever you get that will be the required condition. So, I think this is the last question for this exercise. So, anyhow, we are done with this exercise one. So, very soon, we will be back with the next exercise. So, till then, Tata goodbye take care.


put it in the water, and J-Ware is going to put it in, because I'm not very good at it, so there he is. I wanted him to do it instead of me today. Let's just, there we go. I'm going to walk over here. I'm going to watch him put it in. It'll be a pretty day. Should really get on this side. Oh, go this side. That's a mark. It'll look nice when we get it all painted and pretty. You want me to get the rope? You want me to grab the rope now? No? You got the plug in? Yeah. Okay, nothing will be really nice. The truck across the road, and we'll be back. Hey guys, Shaper 1000 here. Looking out here, how pretty it is out on the lake. Recording him. I'm recording now, yes, okay. So, we're just trying out the trawling motor. It does pretty good for as big as, but it was a 55 pound thrust. You can see I got the top off the motor. It stalled on me once, but I think it was because I was adjusting the air-fuel mixture on it. I think I went too far, kind of cut out and died, but it fired right back up, so I just left the top off, just in case. But seems to be running all right now, because we checked it. It's running how fast, monkey? 15. 15 miles an hour in this big old 1969 John Boat. Yep, I like it. Yeah? Yeah. Yeah. Oh, that's one of them older ones. It comes out into another lake.  I like my stuff to sit. I can adjust them box later. This trailer's not for one of these. I think it's for, I'm not mistaken. I think it's for a jet ski. And once you start backing that thing, it's so short, it's not long as our other one. It's so short, once you start backing it, if it turns, it's turning. You ain't stopping it. Okay, so nothing's going to blow up out of here. So all in all, she did well. I had it up to 19 miles an hour here by myself. So I'm pretty impressed with that for 1963. I think, mama. He love your boat. Yeah. Maybe tomorrow. Nothing's stopping us now. No, we go somewhere else.  Okay guys, so we're back home. The old boat did pretty good. It did take on a little bit of water. It was coming out of there. It was dry up here. This is just running from towing the boat.  It's no big deal, but we've been out on the water several hours, and that's all it came up with. So this had three-fourths of a tank of fuel when we left. It's down to about a half a tank. I'm not sure how many gallons this thing is. I don't have my glasses on. But so what we'll do is we'll fill it up some day and I'll run it clear, well, pretty much empty. And then I'll tell you how many gallons an hour it's running. I'm pretty impressed with that old motor. I still need to tune it up a little bit. It doesn't want to idle. And you bring it back to slow right there. It doesn't want to idle. So no big deal. It was pissing water real good out of there like it's supposed to. It didn't run hot. So there it is, guys. A maiden voyage for us anyway. And I think it looked pretty good with the top on. I'll throw some pictures in or some video that monkey's got on her camera when she went to go get the truck or to go park the truck. So it doesn't come clear up on plane. I did have it by myself. I did have it up to 19 miles an hour. So I will probably raise this up one notch because the motor was kind of tilted back, you know, like it was pushing against itself. That way it will help push the front end down a little bit. I can change the prop and get more torque out of it than speed, which is fine with me because we do a lot of river riding on our boats. So when we go up the rivers, you know, I'll need more power than speed anyway. And I'm real impressed with it. It did very well. And I want to thank you guys for watching. I appreciate it. Thanks for hanging out with us. And I hope you enjoyed some of the footage that we got for you. It did well. It did very well. Like I said, I'm going to put me some guides up here. I don't have to bring them out. Probably about where this fender is because it's wider up the front. Not for loading the boat. It does help a lot guys. I mean, if it's your first time loading the boat, definitely get them. It helps a lot.  Once it starts down over with the boat on it and the top up, I can see the top. I know where it is. But without the boat on it, you can't, you can't see that little trailer. So I like the trailer we had for the, you know, I think back nice. You could back that trailer. She backed that trailer right through here many times. Maybe later down the road, we'll find another one. Yeah, we'll get another trailer for. I mean, I used to back it right through there. Yeah. Right back through there. Just perfect every time. But this man, once it starts turning, it's gone. So there we go. Thanks for watching guys. Appreciate it monkey. Have fun. Oh blast. All right. We'll see you in a couple of weeks or a month. Tomorrow. Okay. Different light. Maybe. We'll go over to Hernando. Yeah, we could do that. Yeah, we'll find somewhere to go. Yeah, something different. Okay, cool. All right, guys. Crystal River. We can go up there. We've never been in Crystal River. Yeah. Yeah. We'll see. Okay. All right. Do some exploring on the internet tonight. Okay. So monkey's got her camera there. So she's going to do her, I called it finish in and she called it what? Ending. Ending. We're both wrong. It's an outro. But anyway guys, thanks for watching. Appreciate it. Shabir and myth man legend gone for now. Like I said, she's out for now. Bye y'all. Bye-bye guys. Take care. We'll see you soon.


Good morning. Good morning. May I request everybody to be seated, Minister Toyvaka. Excellencies, distinguished colleagues, guests from all around the world, friends of UNU wider, old and new. It's a great pleasure for all of the UNU wider staff, myself included, to wish you a warm welcome to the 30th Anniversary Conference of UNU Wider. We tried to put together an exciting program, including a keynote by Professor Joe Stiglis and the wider annual lecture to be delivered by Professor Marcia Sen. It's our sincere hope that the wider 30th will be a memorable event focused on the largest issues in global development in the traditional, wider way with a lot of learning, frank dialogue and koolgiality. Some 600 people will participate in the conference, including participants from no less than 75 countries. And this wider anniversary brings 325 guests to Finland at a key point of time in global development and discussions. There are senior people coming to this conference who were with wider in its very earliest days. Indeed, it was Marcia Sen who came up with the acronym WIDER to focus our minds on the wider perspectives in development and to question orthodoxy. Many young people are also present. It is in WIDER's genes to help foster the talents of the rising generation of researchers, especially from the developing world. In preparing this conference, we've highlighted the importance of our profession to engage with the big questions in development, which policymakers face day in and day out. And there's a fine tradition in development economics of academics crossing back and forth between academic life and the policy world, either in the national governments or donor agencies or international organizations. Hopefully, this conference will inspire the up-and-coming generation to get involved in policy and big issues as they think of their next academic publication. WIDER is every day working all over the world. We are a global network. At the same time, WIDER has had its main hub here in Helsinki for three decades. So, Helsinki is the base to the core wider personnel who come from more than 25 countries. I would therefore like to express on this occasion our warmest gratitude to the Finnish government and the Finnish people for all of the hospitality and support extended to the staff and network members of WIDER over these many years. Importantly, Finland championed 30 years ago the WIDER Endowment Fund, also fueled by Sweden, Japan and India. A sincere vote of thanks goes as well to the current countries and institutions which support WIDER financially, including the Ministry of Foreign Affairs of Finland, CEDA, DFID, Danita, the Government of South Africa, and Koika. It is on this background blow the pleasure and a great privilege to introduce to you Her Excellency Lenitha Toybakka, Minister for Foreign Trade and Development in Finland. We are grateful to you, Minister, for wishing on this day to convey a welcome message to the conference participants. Minister, may I request you to take the floor? Thank you. Good morning, ladies and gentlemen and our dear guests from all around the world. I really wish you all warmly welcome to Helsinki and Finland. I hope you enjoy your stay here. And let me begin by congratulating you and you, WIDER, for its 30th anniversary. It was 1985, 30 years ago, when WIDER began its very important work here in Helsinki. Since then, thousands of researchers and policymakers have passed through its doors and have taken part in hundreds of WIDER events in all regions of the world. WIDER has an especially fine tradition of bringing senior researchers, including Nobel laureates, together with early career researchers, particularly from the developing world. That tradition continues with this conference. Over the next three days, you will participate in discussion on the biggest topics in global development today and in the future. Poverty, inequality, climate change, conflict, trade and finance, to name only few. This conference is appropriately titled Mapping the Future of Development Economics. As a policymaker, I'm very much interested in how research of that kind you do can contribute to helping make better policies. Research is like a good map, as we see here, in the way it can help guide governments and societies. WIDER is also very well named. WIDER has encouraged as wide a spectrum of views as possible. There is not one single model of successful development. Countries can achieve economic transformation, inclusive development and environmentally sustainable societies using many very different institutions and policies. But success is led by countries themselves, their people and their governments. Many of you hold very important positions in your government's universities and development organizations. Many of the young people here today will hold such positions in the future. The international community is helping governments and societies across the developing world. And Finland's support to WIDER helps good research in its mission to inform practical action and policymaking. Ladies and gentlemen, I'm very happy that more countries are now moving from low to middle income status. Africa's progress is very welcome. It's good to see so many African colleagues also here at this conference. We look forward to learning from your insights and experiences. Yet our work is not done. Ongoing climate change poses a serious threat that could undermine future development progress and indeed the future of humankind. This is why we in Nordic region are strongly committed to do our utmost best to promote environmentally sustainability and more generally the 2030 Sustainable Development Agenda. Social inclusion in which we believe strongly, it's not just about reducing absolute poverty. It's about reducing inequality as well and this has been a constant theme on WIDER research now over 30 years. We cannot achieve true inclusion until we achieve gender equality for girls and women. This is both good economics and a basic human right and actually one of the priorities of Finland's development policy. We are therefore pleased to see that WIDER has taken major new research initiative in this area. Finland also has a deep concern for peace and ending the suffering caused by conflicts. Today conflict is undermining development and deepening poverty. It's good to remember that United Nations founded 70 years ago in the aftermath of a catastrophic war. Finland is a strong believer in the values of the United Nations and as an institution of the United Nations University WIDER celebrates now its 30 years as United Nations celebrates its 70 years and the United Nations University its 40 years birthday. And I think we need a strong United Nations now more than ever. Finland has been proud to host WIDER in its Helsinki home for 30 years now. This anniversary conference shows the value of international collaboration. There are people here from all over the world including Asia, Africa and Latin America and Europe of course. We are here to learn from each other. Thank you UNU WIDER and Finland welcomes you all. Have a nice seminar.


What's up everybody and welcome to the latest edition of Falcons and Focus. I'm Scott Bear. That's Tori McElhaney Our guest left tackle and brand new dad And by brand new like November 10th brand like pretty recent We're gonna get to all that but before we get to that crazy story of How Jake made it back to see Beckett his first son be born and still play on Thursday night football crazy Let's go back to the gender reveal moment Scott has been watching this video Because it's basically the greatest reaction ever there's like there's like a smoke canister and when it goes blue Your reaction take me through the moment. Did you not know going into it? I had no idea Wow, my wife Maggie was you know leading up to it like hey, what do you what are you thinking? Do you want a boy? Do you want a girl? I just I want a healthy kid just a standard middle-of-the-road answer and Yeah, when I when I saw the blue I You know just subconsciously kind of hit me. I think it was pretty obvious what I want I was pretty excited. Yeah, you threw that I don't even know what it was called. Yeah Way up in the air. Yeah, this is the type of hard-hitting journalism that we do here on this podcast I counted it was up in the air for five seconds You must have thrown that thing to the moon. I almost felt bad afterwards because a lot of nieces and nephews running around and I think it landed like a foot away my two-year-old So yeah, I thought it hit someone probably wouldn't have been a good look. That's so funny now I want to go through the logistics of this because You'd go through the gender reveal and you obviously know the due date and it's like oh shoot This is in the right smack dab in the middle of the season How many different contingency plans did you guys have kind of going into this season? Well first and foremost, I I did a horrible job because I just kept putting it off That's months away, don't worry about it and My wife is very you know, she likes to have a plan set. So a lot of times You know give her credit and actually fault me. I was you know, what stop talking about We'll deal with it when it happens and that wasn't the best idea because I got hit with basically the worst thing that No, but we kind of The plan was for her to get induced on Sunday because he was measuring kind of big and looked like it was getting close I was like, all right all you have to do is you know, take it easy when I head out of town Wednesday and I play this game Thursday We get back. We got the whole weekend. We get this thing figured out and That did not happen He did not cooperate So I'm sure a lot of Falcons fans have kind of heard this story But take us back to it. So you get a phone call on Wednesday night or Thursday morning take us through kind of what happened because you were in Charlotte and then bang You have to go back to the ATL, right? So it kind of starts, you know short week Thursday game, you know long days I'm here all day, but Wednesday she texts me like, you know, I don't feel right. Something feels off Like I think I might be sick and I'm like, oh man, that's actually this close to like, you know The baby coming out feeling well, but she she had no idea that I think it was kind of the start of you know Labor kind of starting and she you know felt like she had like a head cold or something But it was weird. So I was like, all right, we'll just hang in there. I'll get back You know, everything's gonna be fine. Classic me push it off You're fine be fine. I'll get back. We'll be good to go for Sunday and then Little did I know actually Wednesday night She had gone to the hospital because she wasn't feeling well and she didn't tell me because she didn't want to worry Oh, no, my goodness. She wasn't she didn't think she was going into labor. Yeah, so I go to bed no idea and I wake up at like 645 and the hotel phone is ringing which is like a huge like indicator for me because You know, we don't do wake-up calls. I haven't had a wake-up call since I think my freshman year of college like so that was like right when that woke me up was like something is is wrong and I checked my phone. She's called like six times. Oh And I I start panicking and it's just what do I do what I do? I'm on the phone with her and she's like, I'm in labor. Like this is it for real and me I'm still trying to wake up. I'm like, are you sure? No Yeah, so then it was like First panic like what do I do tell me what to do and just like, I don't know you need to figure it out She's like I can't help you. Yeah, right So then it was you know, it was like we had this team put together in the in the lobby of the hotel, you know head coach Arthur Smith's there and our security people and Rich McKay and everyone we're all like, you know scrambling trying to figure out, you know How can we make this work?  Everything's gonna be good. I was like, all right That you know that should work pretty well. It gives me a lot of time then eventually it's like 30 minutes later that it's too short notice. You got to drive like you got to make a decision right now Do you want to drive or not? And I'm like freaking out. I'm like this three-hour drive We could hit construction traffic like who knows what's gonna happen and eventually art goes Hey, make a decision like you going or not and I'm like, all right I'm going we'll figure it out and he goes we'll figure out the rest once you get there and it It was it was pretty wild that that was the point where I was like, man, this is That was the most stressful. It's like do I get in the car and leave now? Or do we you know keep trying to figure something out because there was just so much up in the air and you know uncertainties, so What did you listen to on the car rod there? That's three that I know hard-hitting questions That's three hours where you're kind of just sitting there like oh my god. Maybe just silence. I mean, yeah To build suspense any music going but oh My gosh, like I remember To because it was happening so quick that if they gave her the upper girl There was a chance that it could slow things down right, so Maggie went through natural labor for five hours. Oh my god. Just miserable because she's I mean She really is the MVP of this whole thing. Yes, you know, she's like there's a time frame I gotta get you back. So she's calling me as I'm in the car just screaming Yeah, talk about feeling like helpless and out of control. Yeah, it's it sucked and No, really at one point. I was just trying to do anything to distract myself I started watching film on my iPad for the game was like I have to do something and Yeah, we didn't stop either and needless to say I had to use the restroom a couple times Just keep on driving keep going don't stop But the the crazy thing is everything works out probably exactly how you could have wanted Beck It's got a story for ever.  I know wow The thing that sucked though is that he was born at 317 p.m. And I had to leave by 330. Oh my gosh. I got to hold him for like 10 minutes I was like, I love you guys. Bye I Think I tweeted out you're talking about Maggie being the MVP. I was like Jake may have like So many consecutive starts and like all this stuff But I was like the true MVP of Thursday night football was Maggie Like the fact that she even tweeted she's like I did my best like no, he's on his way back I know it's like it's supposed to be about her She's the one going through like Childhood I can't imagine, you know, of course I to selfishly take Now it's interesting though because we all know the story kind of like you do get back to the game play the game But what was it like after the game because you can you can go back home and essentially you talk about being with your son For maybe like 10 minutes and be like bye To come back home. Did you go back to the hospital as soon as y'all got back to Atlanta? Like what was that? We're talking like 2 30 in the morning, right?   I'm set my alarm early. I'm gonna be there. Yeah, I slept right through I was so tired. I didn't get there till about 9 30. So I felt awful No, but then I was there all day Friday spent the night there Friday night and Saturday, which Hospital couches are not fun. They're not comfortable for people who are regular size Yeah, let alone someone who's a little bit bigger than that right not a lot of space there. Yeah, yeah Again, it's like who am I to complain so I had to you know Just fight through that and you know, like I said, it's hard for me to complain because she's the one It's like I really feel it's like the adversity of the couch. It's like Versus birthing a child With a specific time frame. So yeah, but no, it was amazing because she's perfectly healthy. He's healthy even though he was you know, he didn't even make the 37 weeks. He was pretty he's technically premature and Man, just once I got back. It was awesome. Like I Grew up obviously I'm one of seven kids. So I've always been around children. I've loved kids But I you know, yeah, there was a little uncertainty like how am I gonna be as a dad and I Feel pretty confident saying it. I'm pretty good Jump right into it changing diapers everything Unphased so I'm loving it. How's your sleep schedule? I have two kids the early going not a lot of shine, right? There's crying Gosh just to Maggie's credit again, she understands like hey if you don't sleep There's a chance you'll probably get hurt Yeah, so She usually you know, she's doing the work there at the day or throughout the night and I try to help during the day But I wake up a couple times. Hey, can I help you and you know almost like a drunken Just go back to bed. I get it. So I think the Message the main point from this whole conversation should be is I have an amazing wife So I can't say that enough put that in the title of the pie Matthews has a bad-ass wife. That's what it is. Yeah now Talking about family with Beckett, you know first first son and all but your family tree is actually very interesting Because it's hard to even map out there are so many Scott and I were looking at it earlier and it has its own Wikipedia page. Did you know that does it really well? There is yeah, that is just Matthews family football and they break it down from your grandfather being drafted like in the 40s or something all the way down every detail. It's amazing a lot of time on that Yeah, no, it's very humbling and also really cool. I like bragging about it Yeah, there's been eight of us that have made it to the NFL through I guess one three generations. Yeah, so it's It's pretty amazing. I mean It all kind of starts with my my grandpa though my dad's dad. He was incredible. He was like a You know state champion boxer wrestler Drafted playing in the NFL had like a amazing life in corporate America was a CEO of a couple companies and He was the true bad-ass Yeah, but then obviously going to my dad He's pretty close up there.  It's him It's been challenging because the guy literally did it forever holds every record every accolade. So it's like No, I couldn't be more proud to have him as a father and in Sometimes kids don't get to see their dad's play because of a certain age kind of Disparity, but he played you were nine or ten and he was still playing, right? Yeah So what was that experience like maybe tell us some stories from when? Yeah Here's something to put it in perspective. He played from 1983 to 2001 That's a long time. Yeah, and especially to play this position He played all five positions on offensive line. It was really good at all five room. So any long snap, too He was the no, that's just rubbing it in. I know it's like He did the field goal long snap all 19 years any long snap for punt for 15 years And I think he actually is credited a couple tackles to So Yeah, he was really good at what he did obviously first ballad Hall of Famer and stuff But no, I think probably my coolest memory was the 1999 season their first year become the Tennessee Titans moving to Nashville and I'm seven years old just a crazy year I I remember the they called the music city miracle that you know Home run throwback play they had against the bills in the wild card game on the the kickoff return that won it for him Going to the Super Bowl, which was here in Atlanta. Yeah, which was you know, that kind of surreal, you know Circle moment, too as an adult going to the Georgia Dome as a kid and watching my dad play and then eventually that being my home stadium, too So Unfortunately, they lost that Super Bowl by one yard one of the most epic games of all time Yeah, that that year really sticks out to me for you, you know He wasn't just playing but he was coaching for a while when you're younger, too And what was what was that kind of like and and not just that but as you kind of grew older and kind of had this whole Identity in and of yourself to be like I'm pretty good at this position, too Like I I could see myself having a career in this I mean, what was he kind of like in that role as not just like dad, but coach as well Honestly, great. Some of my favorite years was when he was my online coach in high school Most fun. I've had playing football But believe it or not. I was a quarterback all the way up until my sophomore year of high school Were you all I played was quarterback and my dad just more credit to him. He was actually emergency Quarterback There's like a drastic like everyone got hurt They actually would practice sometimes where he would go in and do a couple plays like wow really was the Renaissance man And it actually punting to he literally could do everything man. I mean, that's impressive You could see where my insecurities might go But um, no just I remember my sophomore year high school They're like hey, you can be the JB quarterback or you know, we have a right tackle spot open on varsity And I remember thinking I really want one of those Letterman's I think And my dad's the online coach and I remember the first meeting Basically said you pointed at my name on the depth chart. It had me at the very bottom See this name. He's like I don't show any favorites. Jake. You're gonna be your fourth string right now By the end of the day, I was starting I was kind of a natural at it Yeah, it was it was just really great memories looking back on that does he Call like after a game Positive negative. Do you guys compare notes? Does he watch like a coach and a dad or how does he navigate that side of it? Absolutely all that stuff Yeah, he gives it to me straight. He looks good You know what needs to be improved and he's really been like a second coach to me my entire life And I I have to give him credit for a lot of the success I've had was you know stuff that we talked about and worked on and Even in the off-season like we'll go out in the field and Up to this day like I go out once a week with him on the field and move around and do some stuff and talk things through and It's just really cool to get his perspective Some tips and and things that work for him because it's you know, a lot of it's helped me and been relevant Obviously to really cool bonding experience. I mean how much to that end The fact that you kind of lived in this life for the first portion of your childhood and then to kind of have this part of The life become your own and turn and I'm talking about like NFL life. I mean To that end how much do you think like seeing your dad be what he was and still is impacted you even today now you are on, you know You have extended contracts and you've had a long tenure in the NFL already like what kind of has that Been like and how do you see that kind of being parallel to you? He definitely laid out the blueprint of how it's done.  So it you know, there's no No question why he was able to stay with one organization his entire career because they loved him But no, I in all honesty, I'm I'm basically trying to copy everything he did and Yeah, no, I it's funny. I haven't thought about that in a while, but really just those things that I remember signing up for Baseball as a kid. I had a thing going where The football season was coming up and I was kind of you know tired of it. I kind of wanted to quit Oh, no, I want to focus on football and he absolutely not Committed to that. You got to finish it and see it through and I think that stuff is you know kind of carried me a long way I also I know we've been talking about your dad a while, but I I have to ask about your mom and Her role in in all this you talk about seven kids a lot of you are offensive linemen have been offensive linemen Please tell me a little bit about her and how she Kind of kept all of you guys in line. I feel like that is that seems like a very difficult No, she's the greatest there. So I'm one of seven. There's five boys two girls The youngest when my sister actually has Down syndrome too. So she's that's a full-time job. Yeah, you know taking care of her But no, she was she was incredible. I mean Couldn't have had a better childhood growing up a lot of mouths to feed. I think we I Think it was two trips weekly to the grocery store Each one was like three carts. Oh my word. Yeah, so it was that's not that's not an exaggeration No, I actually true. I remember going But um Yeah, I think the shortest guy in our family is like six to so a lot of big people a lot of you know hungry mouths and football and You know she it's funny. She's still um, she still has questions that make me laugh about the game I'm even watching But we like to give her a hard time, but no she she's incredible. Oh, I love that so much Yeah, like I would just wonder like how many gallons of milk are they going right? Like you know just like stuff like that just the sheer volume to keep these massive Honestly think we all were raised on like milk and cereal Sugary cereal and milk, you know, that's all you need as a kid And so it's not only in your Your immediate family, but you also have cousins. Yeah, and clay Matthews played for the Rams and for the Packers for a long time I started trying to do the research and then I gave up so I'll just ask you Have you ever gone one-on-one or heads up with him in an actual game? Yeah many times. I think Maybe five or six games Is is their pregame trash talk is it more competitive? I mean, I mean going up against your family member in an NFL game. That's pretty you know, yeah it a Little bit of I remember one of my rookie year. He we're playing up in Lambo Monday night and he walked by me and purposefully just you know Shouldered me really I didn't even recognize it was him absolutely He laughed looking back on it pretty funny, but in the moment probably pissed me off One of the coolest things and it it's funny too I'll similar it is to my dad because obviously my dad's brother is clay Matthews Jr. Clay Matthews senior is my grandpa, right? but He had an amazing career 16 years with Or 15 years with the Browns and he finished his last four here in Atlanta my uncle clay and My dad always say the coolest thing going up against them was during the scouting report coaches be like alright Hey, we got to look out for Bruce's brother here. He's a real good player my dad to be in the back Like that's just a lot of pride and it was funny too because I'm going against clay clay Matthews the third my cousin Same type of thing would be in meetings. Hey, don't let jigs cousin He's a good player. He's gonna finish late, you know towards the whistle and you know stuff like that. So Similar cool kind of feeling of like yeah, man, that's my cousin. We got to keep an eye out for him He's a player. That's amazing. I mean just like the family ties I mean, it's just impressive when you kind of lay it all out like it is So so I feel like Beckett is gonna be the starting left tackle for the It seems in the cards at this point if patterns tell you anything, you know Following a set pattern. It's a pretty good Career path. Yeah, that's for sure. Yeah, but again, he can be anything you want. No pressure Now to the end of the podcast. Yes, we do a rapid-fire segment, which is Five questions. Um, they're relatively easy questions. No, I'm not too hard. Um, the first one is are you?  Yeah, it's just like for guys on the team stuff that happens at work. We're talking kind of a little bit of everything Yeah, no, it I promise we'll get through it Together we'll do this together. Um, your favorite play of your career. Oh my gosh. Um, I Think It was a top off top off top of my head was 2019 we played Philly at home and We had that screen to Julio where I I released And Julio ran right behind me all the way for a touchdown that that was pretty cool, especially to that, you know, get a little Offense alignment. We're not really catching the winning touchdown or anything, but hey if you set someone up with a winning block That's a big deal. Yeah, you ever asked Arthur Smith given your quarterbacking history Caleb has some too, right? To ever either run a route or throw one in You gotta at least pitch him on that. I think it'd be too nervous Would you want to catch it or throw it? I'd I'd prefer to catch it Let's just throw it. I don't know with all the tape and gloves. Oh, yeah, that's probably not gonna be a good plan And you can try to catch it would be yeah That's a lot of pressure Oh Question number two What TV show are you binging or that you're just really into right now? Like how you say we cuz that's like It's like we can't watch it without each other. Yeah We're actually watching dancing with the stars There's times where I'm kind of Fantastic This one's a sweet one. What's your favorite part about being a new dad? I know it's still new. Yeah I catch myself a lot of times just holding him and like looking at him and one He looks exactly like me Mini clone of me, so it's like like the surrealness of that and seeing him just like man, this is incredible like What's he gonna be like when he grows up? I'll catch myself just like staring at him and make you becky. All right, like just in a trance I know just admiring him probably probably that holding him looking at him thinking about you know What's this kid's life? Yeah, really excited to you know be his dad. Mm-hmm Who is the Falcon that you hang out with the most? So probably germane a fatty he was my teammate at a name you guys are neighbors, right? Yeah, he lives right down We train together in Houston and He's Maggie my wife jokes that he's kind of become like an adopted child He comes like all our dinners together like Third wheels in hangs out No It's been kind of cool having him here kind of surreal too because we haven't been teammates since 2013 yeah, I think I remember like it was around we got to talk to you like right after he Signed here and you made the comment. I think then you're like yeah, this is really cool like we're teammates again Like it's pretty awesome. Yeah, I mean Texas A&M has been turning out some pretty significant offensive I'm in for a while Right, yeah, and back when you were there It was like rockstar territory because you guys had Johnny Yeah, Manzell was the quarterback and you guys were highly rated. Yeah Much now Now the dogs now the dogs are at the top baby go dogs. Okay. Last one. Um, what is your biggest pet peeve? Probably like Loud noises like it's like if someone like slams a door or This will get this is a good example And Maggie can attest to this when our dogs bark like we have one that literally it sounds like a Alarms going off like I'll like And I freak it's almost like I have like PTSD or something I don't like like loud noises like in quiet relaxing Situations like freaking it bother me. I'll start yelling and screaming Just calm down.  Gotcha. Wow. And so when they bark if it's quiet We know only one of them the other one like So it doesn't bother me I Have found some bragging rights for you over your dad. He was taken number nine overall That's pretty low compared to you at number six. So we've got over a first ballot hall of favor So that's and then I always joke with him, too. I got a pro bowl before he did One versus his 14 But I got it a year before he got his first Jake Matthews, thank you so much for joining us next time. We gotta have Maggie the real end. Oh, yeah on this podcast And so we can look forward to that and we also look forward to you guys rate review subscribe to the Falcons podcast network And we would be back with you again next week with another great guest


Patients are due to each and every one of you. You've studied hard and will no doubt have learned a great deal during your time at Prague College. I'm proud to say that Prague College students are very well prepared for their future jobs. Many of our graduates become distinguished professionals and sometimes teachers at universities and our school as well. But what I know for sure that those of us who made it through this years of study but not only be able to apply these certain skills and knowledge picked up here but we will also be able to demonstrate this high commitment that we were doing before in order to achieve what was achieved. I would never imagine that I would be graduating from a British university. Never even thinking that this university, British university would be located in Prague. Well above all that I would never think I would be giving a speech, a valedictorian speech in a language which is not native to me and not even close. But here I am.