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How do you answer unlike fraction? - Answers

It depends on the operation required. For example 3/7 and 4/9; 1. Addition - Find the common denominator and simplify. 3/7 + 4/9 Common Denominator is 63 (this is found by multiplying the 7 and the 9) 27/63 + 28/63 = 55/63 -------line 2 2. Subtraction - the same method as addition but instead of adding in line 2, you subtract 3. Multiplication - Simplify by ''canceling'', which is dividing the numerator and denominator of each fraction together. 3/7 * 4/9 = 4/21 4. Division - Invert the second fraction, change the operation to multiplication; and use the same method as multiplication. 3/7 * 9/4 = 27/28



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How do you answer unlike fraction? - Answers

https://math.answers.com/math-and-arithmetic/How_do_you_answer_unlike_fraction

It depends on the operation required. For example 3/7 and 4/9; 1. Addition - Find the common denominator and simplify. 3/7 + 4/9 Common Denominator is 63 (this is found by multiplying the 7 and the 9) 27/63 + 28/63 = 55/63 -------line 2 2. Subtraction - the same method as addition but instead of adding in line 2, you subtract 3. Multiplication - Simplify by ''canceling'', which is dividing the numerator and denominator of each fraction together. 3/7 * 4/9 = 4/21 4. Division - Invert the second fraction, change the operation to multiplication; and use the same method as multiplication. 3/7 * 9/4 = 27/28



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https://math.answers.com/math-and-arithmetic/How_do_you_answer_unlike_fraction

How do you answer unlike fraction? - Answers

It depends on the operation required. For example 3/7 and 4/9; 1. Addition - Find the common denominator and simplify. 3/7 + 4/9 Common Denominator is 63 (this is found by multiplying the 7 and the 9) 27/63 + 28/63 = 55/63 -------line 2 2. Subtraction - the same method as addition but instead of adding in line 2, you subtract 3. Multiplication - Simplify by ''canceling'', which is dividing the numerator and denominator of each fraction together. 3/7 * 4/9 = 4/21 4. Division - Invert the second fraction, change the operation to multiplication; and use the same method as multiplication. 3/7 * 9/4 = 27/28

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      It depends on the operation required. For example 3/7 and 4/9; 1. Addition - Find the common denominator and simplify. 3/7 + 4/9 Common Denominator is 63 (this is found by multiplying the 7 and the 9) 27/63 + 28/63 = 55/63 -------line 2 2. Subtraction - the same method as addition but instead of adding in line 2, you subtract 3. Multiplication - Simplify by ''canceling'', which is dividing the numerator and denominator of each fraction together. 3/7 * 4/9 = 4/21 4. Division - Invert the second fraction, change the operation to multiplication; and use the same method as multiplication. 3/7 * 9/4 = 27/28

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