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Math Tutor Solution: 3 95/9 as a decimal is 13.56
Methods
First step from a math tutor – Making the fraction improper:
The first step to changing 3 95/9 into a decimal is to change it to an improper fraction. To do that, we need to multiply 3 by 9 and add its product to 95 in the numerator to get: 122/9. Now we will attempt to convert 122/9 to a decimal using the following method:
Math Tutor Explanation for using the division method:
A fraction is usually split into two parts: the first part is the number on top, called the numerator; and the second part is the number on the bottom, called the denominator. These are both separated by a line called the “divisor line”. We can use the division method help to solve this question: to get a decimal, simply divide the numerator 122 by the denominator 9 (which you can enter in any calculator):
122 (numerator) ÷ 9 (denominator) = 13.56
And finally, you get 13.56 as your answer when you convert 3 95/9 (or 122/9) to a decimal.
Math Tutor Suggests: Practice more conversion problems
All it takes to be better at something is some practice! Our math tutors suggest that you take a look at some more similar problems on converting fractions to decimals and give them a go:
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