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A Fraction Calc:

Fraction Calculator is a simple calculator that takes in a single value, calculates the fractional equivalent value and returns the result.

I personally learn a lot of new concepts in math and forget the simplest math problems and how they are supposed to be solved, although I do believe kids should be doing work themselves these days I also think this is a great app for students who can’t remember their fractions. 6th graders are now required calculators so why not have it as an app. I’ve seen some people review that the app should not be allowed for little kids and that 6th graders should not have calculators but at the same time, 6th graders are given many extra math pages and learn new concepts and laws of math every day. I do believe that kids shouldn’t resolve to an app when they can’t remember their fractions or what not but considering the fact that 6th grade is a bridge year and the teachers have to teach them new concepts everyday I think this app is amazing. This calculator application is terrific. I enjoy this app because the calculator I have been using lately only gets basic mathematics done. Not only that but to use anything other that’s the basic calculator it costs a monthly payment and because I don’t use the calculator that often it would be a waste of money. With the slightest touch on my old calculator it would pop up saying you need to pay to use the fractions and other features it has on it and the fact that this is completely free makes my work time go by faster and I would REALLY RECOMMEND THIS TO STUDENTS AND ADULTS that need a calculator for fractions. Overall I feel that this application is a very helpful and worth the storage space on your device.

Another way to think about a denominator is to understand it tells you how big each fractional piece is, so for example if our pizza is sliced into eight pieces, you can picture in your mind roughly how big each one is. If our pizza is sliced into 20 slices, you can imagine that each slice is going to be much smaller. This can be a stumbling block… As the denominator gets larger, each fractional part of the whole is actually smaller. This can be confusing when you are first learning about fractions because we are used to larger numbers corresponding to meaning larger real-world values, but in this case a larger value in the divisor may actually make the value of the entire fraction smaller. For example, 1/8 is actually a bigger value (a bigger slice of pizza) than 1/20. This page has given a very brief overview of fractions, and provided a number of examples that you can try in the fraction calculator. We covered adding fractions, subtracting fractions, multiplying fractions and dividing fractions, plus how to create a proper fraction from an improper fraction (and vice-versa), reducing fractions, finding a least common denominator, plus how take a reciprocal of a fraction. You've seen how to use the fraction calculator to simplify improper fractions, and how to use the fraction calculator to reduce fractions. You can try all of these concepts in the fraction calculator, study the results and you’ll find you’re a fraction rock star in no time! Just like with addition, if you are starting with a mixed fraction, you may need to convert the fraction to improper form to subtract the numerators. This is the reverse of the procedure we used to create proper fractions. To create an improper fraction, multiply the wholes by the denominator and add it to the numerator value. So 1 and 1/8 is the same as one whole plus one part, or eight parts plus one part, or a total of nine parts. So the proper mixed fraction 1 1/8 as an improper fraction is 9/8. When subtracting fractions, if you take a larger fraction away from a smaller fraction, you will be left with a negative amount. You’ll show the resulting fraction with negative sign on either the whole amount or the numerator. A negative fraction should only have one negative sign. A common mistake is to think you need to put make both the numerator and the denominator negative if you have a negative answer. Don’t do this! If your answer is negative, you should only see one negative sign on the resulting fraction. (Source: www.dadsworksheets.com)