what is 0.166667 as a fraction
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what is 1.6666666667 as a fraction? 1.6666666667 is continued fractions of 10/6 & 0.166667 is a continued fraction of 1/6.
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How do you convert a repeating decimal into a fraction? = = 0.078078078. So we can see that fractions with a denominator of 9, 99, 999, 9999, are useful for making repeating decimals. All we have to do is to reduce the fraction to its lowest terms. For example, let’s take the repeating decimal 0.027027027….
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- A decimal -- 0. 3865 -- is a proper fraction, which is a number less than 1. It is a part of number 1. To understand what that means, we must introduce the ordinal numbers: first, second, third, fourth, and so on. Because the ordinal numbers express division into equal parts.he first digit to the left of the decimal point -- the 2 -- shows the number of Ones. As with whole numbers, each digit has its place value : 2. 3 8 7 5. . . Ones, tenths, hundredths, thousandths, ten-thousandths, . . . As with the whole numbers, each place is ten times the place to its right. One is ten tenths.
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Need help!!..what is 26% as a fraction and decimal also 0.13 as a fraction and percentage?..please help? And divide the percentage by 100 to get the decimal. So: 1)26/100 = 13/50 26% = 0.26 To get a fraction from a decimal you: Put the decimal out of a 100 then cancel To get a percentage out of a decimal put the percent sign in behind the decimal So: 2)0.13 = 13/100 0.13 = 13%. kcruza95 · 7 years ago. Thumbs up.
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- Have people verify that 355/113 is a good rational approximation. You can also point out that 355/113 is very easy to remember, since it consists of the digits 113355 in some order! The theory of continued fractions allows one to find good rational approximations of any irrational number.
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- The number of zeros in the denominator is always the same as the number of decimal places in the original decimal. The fraction cannot be simplified further. Answer 0.007 =. When writing decimals greater than 1, you only need to change the decimal part to a fraction and keep the whole number part.
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- Next we need to deal with the fractional part of our decimal number (which as a reminder is 0.125). Again, there is a simple step-by-step method for performing the conversion. To begin with we take the decimal fraction and multiply it by two (i.e. 210 * 0.12510 = 0.25010). We then take the whole number part of the result as the first binary digit after the radix point.
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- To simplify an improper fraction you divide the numerator by the denominator. 6/4 is simplified by dividing 6 divided by 4, writing the remainder as a fraction (the remainder goes as the numerator, the denominator, or dividend (a number being divided) as the denominator.
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- x¯=\bar{x} = ​x​¯​​=. 1  Your answer should be. 2  an integer, like 6666. 3  a simplified proper fraction, like 3/53/53/53, slash, 5. 4  a simplified improper fraction, like 7/47/47/47, slash, 4. 5  a mixed number, like 1 3/41\ 3/41 3/41, space, 3, slash, 4. 6  an exact decimal, like 0.750.750.750, point, 75.
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What's 1/7 divided by 1/2? Report Abuse. To divide by a fraction, multiply by the reciprical (flip the fraction) 1/7 divided by 1/2 is the same as: 1/7 times 2/1 multiply the numerators (top numbers): 1x2=2 multipliy the denomonators (bottom numbers) 7x1=7 You end up with 2/7. ...X...
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Decimal to Fraction Calculator You may enter simple rational numbers with the whole portion separated from the decimal portion by a decimal point (ex. 12.25). You may also convert to fractions numbers with infinitely repeating digits by enclosing the repeating digits in parenthesis or by adding '...' at the end of the number.
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Decimals If you have a number like 2.33333..., you should just work with the decimal part and rejoin it with the whole part after you have converted it to a fraction. o Irrational numbers like p or have non-repeating decimals, and so they cannot be written as fractions.n the number 2.345, the last decimal place value is the thousandths place, so we put the digits 2345 over the denominator 1000. Of course we would usually want to reduce the resulting fraction to its simplest form.
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Improper Fractions Well it is the same as a whole, but it is written as a fraction, so most people agree it is a type of improper fraction. We can use either an improper fraction or a mixed fraction to show the same amount. For example 1 3/4 = 7/4, shown here:
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Fraction (mathematics) 36,600. 1  a number greater than 1. exponent of 10 is a positive whole number. 2  value of the exponent. number of places the decimal point must be moved so that the notation is in standard form. 3  36,600 x 100. For each place the decimal point is moved to the left, add 1 to the original exponent.
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66 2/3% as a fraction? To convert from percent to fraction you put the number over 100 so (66+2/3)/100 =200/300= 2/3 The answer is 2/3! Check here: http://answers.yahoo.com/question/index?...o convert from percent to fraction you put the number over 100 so (66+2/3)/100 =200/300= 2/3 The answer is 2/3! Check here: http://answers.yahoo.com/question/index?...
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Percent to fraction conversion How to convert percent to fraction. 1  Divide the percent by 100 to get decimal number. 2  Count the number of digits (d) to the right of the decimal point of the decimal number.ne percent is equal to one hundredth: 1% = 1/100. So in order to convert percent to fraction, divide the percent by 100% and reduce the fraction. For example 56% is equal to 56/100 with gcd=4 is equal to 14/25:
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- Now get the quotient of 27 to 42.8571429. Right then you will get 0.629999999. Round it off and you will get … 0.63 then move the decimal into two places to the right and you will get 63 or 63%. So 27 is 63% of 42.8571429.
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Math2.org Math Tables: Fraction to Decimal Conversion Adding zero's to the denominator adds zero's before the repeating decimal. 456456456456..., to a fraction, write it as the sum of the non-repeating part and the repeating part. 0.21 + 0.00. 456456456456... Next, convert each of these decimals to fractions.
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- In this video, I want to talk about how we can convert repeating decimals into fractions. So let's give ourselves a repeating decimal. So let's say I had the repeating decimal 0.7. And sometimes it'll be written like that, which just means that the 7 keeps on repeating. So this is the same thing as 0.7777 and I could just keep going on and on and on forever with those 7s.
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- First convert it to a decimal number: 66% = .66 Next, make a fraction by placing the decimal number over 1: .66/1 Next. remove the decimal and add as many 0's to the right … side of the 1 as there are numbers on the right side of the decimal: 66/100 Next, reduce the fraction: 66/100 = 33/50. 18 people found this useful.irst convert it to a decimal number: 66% = .66 Next, make a fraction by placing the decimal number over 1: .66/1 Next. remove the decimal and add as many 0's to the right … side of the 1 as there are numbers on the right side of the decimal: 66/100 Next, reduce the fraction: 66/100 = 33/50. 18 people found this useful.
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Converting Between Decimals, Fractions, and Percents In other words, you have to move the decimal point two places to the left when you convert from a percent (50%) to a decimal (0.50). Some more examples are: 27% = 0.27 104% = 1.04 0.5% = 0.005. You can use the Mathway widget below to practice converting a percentage to a decimal.
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- To divide by a fraction, multiply by the reciprical (flip the fraction) 1/7 divided by 1/2 is the same as: 1/7 times 2/1 multiply the numerators (top numbers): 1x2=2 multipliy the denomonators (bottom numbers) 7x1=7 You end up with 2/7. ...X... · 8 years ago.
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Write each mixed number as an improper fraction? Multiply the bottom number of the fraction (denominator) times the whole number and then add the top number of the fraction (numerator). Put the answer over the denominator. 1) (4 * 7) = 28. Now add the 1. It is 29. Put this over 4. The answer is 29 / 4. 2) (4 * 5) = 20.
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What percent of 70 is 49? The guy above me is an idiot. 49/70 is 68% obviously since 49 out of 70 is over half. (Takes a lot of balls to call someone an idiot and then get the answer wrong your self...Check your work). What a sad state of affairs the American youth have become. 49/70 expressed as a decimal or percentage is simply a division problem.That is what a fraction actually is stating when written. Numerator (Top or First) divided by the Denominator (bottom or second). the fraction 49/70 should be read as a function as 49 divided by 70.9/70 expressed as a decimal or percentage is simply a division problem. That is what a fraction actually is stating when written. Numerator (Top or First) divided by the Denominator (bottom or second). the fraction 49/70 should be read as a function as 49 divided by 70.
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Repeating decimal Conversely the period of the repeating decimal of a fraction c / d will be (at most) the smallest number n such that 10 − 1 is divisible by d. For example, the fraction 2/7 has d = 7, and the smallest k that makes 10 − 1 divisible by 7 is k = 6, because 999999 = 7 × 142857.