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Operation of Fractions. Most children consider learning fractions to be a very complicated exercise. The main difference between a fraction and other numbers is that it has a numerator and a denominator. For starters, it is worth to note that there are some problems involving fractions that require one to follow steps in order to … Continue reading “Incredible Lessons I’ve Learned About Tips”

Operation of Fractions. Most children consider learning fractions to be a very complicated exercise. The main difference between a fraction and other numbers is that it has a numerator and a denominator. For starters, it is worth to note that there are some problems involving fractions that require one to follow steps in order to solve them. Many fraction problems also require that more than one basic math operation be utilized. There are four main math operations and that is subtraction, addition, division and multiplication. For one to be proficient in fractions, they must first understand the four areas mentioned above. However, for one to be able to master fractions; a lot of practice is required. This article therefore aims at clearly articulating how to solve fractions while using math operations mentioned above. Adding Fractions with the same denominator,5/9 + 2/9 = 7/9
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When adding five-ninths and two-ninths, you simply add the numerators of 5 and 2, which become 7. The denominator of 9 remains the same.
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Fractions with different denominators, Addition; 4/8 + 3/12 = 12/24 + 6/24 = 18/24 = 3/4 . The two denominators must be converted into the same denominator before you are able to add. 12 and 8 are the denominators. First, you must figure out the lowest number in which both 8 and 12 can be evenly multiplied into. The lowest number would be 24. You then need to convert both 4/8 and 3/12 into fractions that will have 24 as the denominator. The numerator and denominator of the two fractions are multiplied by 2 and 3 respectively so as to get 12/24 and 6/24 respectively. The other step is to add them up so as to get 18/24. In order to get the answer 18/24, they two fractions are added together. How to multiply fractions;7/8 x 3/4 = 21/32 It involves the numerator and denominator multiplication. Multiplication of fractions;15/ 25 x 5/30 = 1/5 x 1/2 = 1/10 To reduce the fractions, one cross cancels the denominators and numerator. Upon reduction of the fractions, the bottom and top numbers are then multiplied to get the final answer. Division of fractions. Division involves flipping of the second fraction and also changing of the division sign to multiplication sign. 7/11 now becomes 11/7. You will now multiply the fractions. Dividing fractions (reduced to simplest form) Begin by flipping the second fraction from 7/8 to 8/7. The second step is to change the sign into multiplication and then carry it out. One goes further to reduce the results obtained by determining a common factor. 24 and 63 are both divisible by 3 (greatest common factor). Division of fractions reduced to their simplest forms. First, 18/15 is flipped into 15/18 and multiplication sign is used to replace the division sign. 36/45 and 15/18 can be reduced through cross canceling. Both 36(top number for the first fraction) and 18 (bottom part of the second fraction) have one common factor which is 18. The second part of the fractions also have a common factor so as to cross cancel them. The last part is to multiply the resulting fractions.