What one word fills all three blanks in "a ______ doctor was ________ to operate on a person as there was ______."?
A ______ doctor was ________ to operate on a person as there was ______. One word fills all 3 blanks. This is a bit tricky one. What is the answer?
How do I solve this word problem? How can this six-letter word be completed _h_a_t? how many terms are there in this sequence 1,10,45,120…1? In how many different ways can the following sentence be formed? In how many different ways can the following sentence be written? What are some crazy and hard riddles? Think of a number, double it, add six, divide it in half, subtract the number you started with. The answer is three. Why does the answer always come out to three? What are some difficult riddles that have an answer so obvious that it will make a person slap their head? How do you solve this mathematical word problem? What are some tricky questions? How would you solve these questions? How would you be able to solve this math word problem? What is the riddle? What is this puzzle(?) about? The worst task you have ever had to fulfil (In 4-5 sentences)? What is this puzzle? Can you solve this puzzle? What are some mathematical puzzles? What is the smallest four-digit number which when divided by 6, leaves a remainder of 5 and when divided by 5 leaves a remainder of 3? What is the answer of below riddle? and why? There were a blind, a deaf and a dumb. Blind's wife ran away with deaf and this was seen by dumb. How can the dumb convey this to the blind? The sum of three numbers is 47. One number is three more than the smallest number, and one number is twice the smallest number. What are the numbers? How do I solve this mathematical word problem? How do I solve this mathematical word problem? A number that consists of 10 factors? What is a 7 letter word, in which the first 2 letters indicate boy, the first 3 letters indicate girl, the first 4 letters indicate boy and the whole word indicates girl? How many different numbers of 4 digits can be made out of the digits 0,1,2,3,4,5, such that no digit is repeated? How would you solve this trigonometry word problem? A person rolls a standard six-sided die 11 times. In how many ways can he get 6 fours, 4 ones, and 1 two? Can somebody explain to me how to do with steps this five little problems?