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You multiply the two fractions, put the result under the radical symbol and simplify, if possible. Then multiply the result by the whole number.

For example, sqrt(1/6)*sqrt(3/4)*5 = sqrt[(1/6*3/4)]*5 = sqrt(3/24)*5

= sqrt(1/8)*5 = 1/2*sqrt(1/2)*5 = 5/2*sqrt(1/2).

You multiply the two fractions, put the result under the radical symbol and simplify, if possible. Then multiply the result by the whole number.

For example, sqrt(1/6)*sqrt(3/4)*5 = sqrt[(1/6*3/4)]*5 = sqrt(3/24)*5

= sqrt(1/8)*5 = 1/2*sqrt(1/2)*5 = 5/2*sqrt(1/2).

You multiply the two fractions, put the result under the radical symbol and simplify, if possible. Then multiply the result by the whole number.

For example, sqrt(1/6)*sqrt(3/4)*5 = sqrt[(1/6*3/4)]*5 = sqrt(3/24)*5

= sqrt(1/8)*5 = 1/2*sqrt(1/2)*5 = 5/2*sqrt(1/2).

You multiply the two fractions, put the result under the radical symbol and simplify, if possible. Then multiply the result by the whole number.

For example, sqrt(1/6)*sqrt(3/4)*5 = sqrt[(1/6*3/4)]*5 = sqrt(3/24)*5

= sqrt(1/8)*5 = 1/2*sqrt(1/2)*5 = 5/2*sqrt(1/2).

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9y ago

You multiply the two fractions, put the result under the radical symbol and simplify, if possible. Then multiply the result by the whole number.

For example, sqrt(1/6)*sqrt(3/4)*5 = sqrt[(1/6*3/4)]*5 = sqrt(3/24)*5

= sqrt(1/8)*5 = 1/2*sqrt(1/2)*5 = 5/2*sqrt(1/2).

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Q: How do you multiply two square root fractions then multiplied the answer by a whole number?
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A number whose square is 20?

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