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Divide both numbers by 3, their least common denominator.

Result: 3 over 4

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Q: How do you simplify fractions such as 9 over 12?
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1 over 12 times 4 over 9?

Multiply the numerators of both fractions. That's the numerator of the result.Also, multiply the denominator of both fractions. That's the denominator of the result. Simplify as appropriate. Actually, it helps to simplify before doing the actual multiplication.


What are three different complex fractions that simplify to 1 over 4?

9/36 14/56 3/12 110/440


What is 9 over 5 times 5 over 9?

9/5 * 5/9 = 1, because 9*5 is 45 and 5*9 is 45, the problem becomes 45/45, which is 1. To multiply fractions: # Simplify the fractions if not in lowest terms. # Multiply the numerators of the fractions to get the new numerator. # Multiply the denominators of the fractions to get the new denominator. Simplify the resulting fraction if possible.


How do you simplify fractions such as 5 over 9?

With enormous difficulty - since the fraction 5 over 9 cannot be simplified!


What are equivalent fractions for 9 over 12?

equivalent fractions for 9 over 12 = 3/4, 18/24, 27/36,...


Simplify the fractions 10 12 and 6 9?

10/12 = 5/66/9 = 2/3These are not "simplified"; they're "reduced to lowest terms".


Is 3 over 9 and 6 over 12 equivalent fractions?

No.


What fractions are equivalent of these 3 over 4 9 over 12 and 2 over 6?

3/4 = 9/12


What fractions are 9 over 12 equal to?

Oh, what a happy little question! When we simplify the fraction 9 over 12, we can divide both the numerator and denominator by 3 to get 3 over 4. It's like painting a beautiful landscape, just simplifying those numbers to find the true harmony within the fraction.


Simplify 6a plus 9 over 12?

a = 1/2


What is three over seven times by four over nine?

To multiply fractions multiply the numerators together and multiply the denominators together and simplify the result: 3/7 × 4/9 = (3×4)/(7×9) = 12/63 = 4/21


What are 3 equal fractions for 36 over 9?

3 equal fractions for 36 over 9 is 4/1, 12/3, 8/2.