# Solving Fraction Problems

The denominator, or bottom half of the fraction, represents how many parts make up a whole.The numerator, or top half of the fraction, represents how many parts are being discussed.She has received awards for being a top content producer.

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Today we are going to look at some examples of word problems with fractions.

Since we are presented with fractions, the best way to give the solution is in the form of a fraction.

Since we’re dealing with two fractions with the same denominator, we just have to subtract the numerators of both fractions to get the result.

If 1 is subtracted from the numerator, the resulting fraction is 1/3. (2) If 3 is subtracted from the numerator of a fraction, the value of the resulting fraction is 1/2. When 14 is added to the numerator, the resulting fraction has a value equal to the reciprocal of the original fraction, Find the original fraction.

If 13 is added to the denominator of the original fraction, the value of the new fraction is 1/3. She has produced thousands of articles for online publications such as Demand Studios, Go Banking Rates and Wise Geek.Bodine is passionate about gardening, travel, education and finance.They appear during the word problems at the end of the daily session.To calculate how full the gas tank is, we have to subtract both fractions.13 – The total number of fruits (13) corresponds to the denominator (the number which expresses the number of total possible parts).The solution to this problem is an irreducible fraction (a fraction which cannot be simplified). In these problems, we should remember how to carry out operations with fractions.Although they may seem more difficult, in reality, word problems involving fractions are just as easy as those involving whole numbers.The only thing we have to do is: As you can see, the only difference in fraction word problems is step 5 (simplify).Remember to read the question carefully to determine the Let the numerator be x, then the denominator is x 3, and the fraction is $$\frac$$ When the numerator and denominator are increased by 4, the fraction is $$\frac$$ $$\frac - \frac = \frac$$ 77(x 4)(x 3) – 77x(x 7) = 12(x 7)(x 3) 77x How to solve Fraction Word Problems using Algebra?Examples: (1) The denominator of a fraction is 5 more than the numerator.

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