![]() ![]() For example, you divide fractions to get 6/5. Once you multiply numerators and denominators, you can use long division to get a decimal, mixed number or another figure. Related: 50 Jobs That Use Algebra Use long division This is important as it ensures you display your answer in the correct format. ![]() If you're completing an assignment for a school course or to determine proper measurements at your job, be sure to read over the math problem's directions to see whether you need to find a decimal, percent, whole number or mixed number by dividing fractions. The phrase “keep, change and flip” helps people remember how to divide fractions correctly:Ĭhange: Then, switch the division symbol with the multiplication symbol.įlip: Finally, flip the second fraction so the original numerator is on the bottom and the original denominator is on top.ġ/2 x 4/1 = 2 Identify the answer you need Review these tips to help you effectively divide fractions: Keep, change, flip Related: Learn How To Calculate the Square Root of a Fraction Tips for dividing fractions Depending on your needs, you can leave the answer as 1 and 1/8 or again convert it into a decimal or percent. Like the other method, once you have 9/8, use long division to turn it into a proper fraction. The resulting number will be the denominator for the answer: ![]() The resulting number should be the numerator in the answer:įinally, multiply the first fraction's denominator by the second fraction's denominator. Then, multiply the first fraction's numerator by the second fraction's numerator. Next, change the division symbol to multiplication: Then, you change the division symbol to the multiplication symbol and multiply across, instead of diagonally like in the cross multiplication method.įirst, switch the second fraction's numerator and denominator. The inverse multiplication method requires you to switch the second fraction's numerator and denominator so the original denominator becomes the new numerator and the original numerator becomes the denominator. Related: How To Multiply Fractions in 6 Steps 2. Therefore, the proper fraction is 1 and 1/8.ĭepending on your needs, you can leave 1 and 1/8 as is or convert it into a decimal or percent. In this case, 8 goes into 9 once, with a remainder of one. Once you have 9/8, use long division to turn it into a proper fraction. This is what your final answer should look like: Then, write 8 as the denominator of the answer. Third, multiply the second fraction's numerator with the first fraction's denominator: This is what the problem should look like at this point: Then, write 9 as the numerator of the answer. Second, multiply the first fraction's numerator with the second fraction's denominator: The cross multiplication method involves multiplying the first fraction's numerator (the top number) by the second fraction's denominator (the bottom number) and the numerator of the second fraction with the denominator of the first fraction.įirst, change the divide symbol into a multiplication symbol: You can divide fractions in one of two ways: the cross multiplication method or the inverse multiplication method. ![]() How to divide fractions: methods with examples In this article, we provide two easy methods for dividing fractions with tips, plus list some common jobs that may use these formulas. Dividing fractions allows you to identify mixed numbers, whole numbers, decimals and percentages. Understanding how to solve math problems and complete standard calculations is an important skill for many professionals. ![]()
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