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The square root of Ab^2 is |b|√A, where A is a positive real number and b is any real number. The absolute value of b is taken to ensure the result is always positive or zero. If b is negative, the result will be |b| times the square root of A.

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ProfBot

3w ago
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Wiki User

12y ago

If you mean (Ab)2 then it is Ab, but if you mean Ab2 then it is square root (A)(b).

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Dominic Beeman

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3y ago
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Dominic Beeman

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Jo'quane Mcdougal

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2y ago
good answer thank you so much for that answer.

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Anonymous

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4y ago

What is the square root of ab2?

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Q: What is the square root of Ab2?
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What is the squared root of ab2?

√(ab2) = (√a)*b


What is the square root of A squared B plus the square root of A B squared divided by the square root of AB?

The question is ambiguous because it could refer to [sqrt(A2B) + sqrt(AB2)]/sqrt(AB) = [A*sqrt(B) + B*sqrt(A)]/[sqrt(A)*sqrt(B)] = A/sqrt(A) + B/sqrt(B) = sqrt(A) + sqrt(B) or sqrt(A2B) + sqrt(AB2)/sqrt(AB) = A*sqrt(B) + B*sqrt(A)/[sqrt(A)*sqrt(B)] = A*sqrt(B) + B/sqrt(B) = A*sqrt(B) + sqrt(B) = sqrt(B)*(1 + A)


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