The expression √(x^4y^2) = x^ry^s where x and y are non-negative real numbers. r, the exponent o

Name: The expression √(x^4y^2) = x^ry^s where x and y are non-negative real numbers. r, the exponent of x, is: s, the exponent of y, is:
Uploaded: 2023-05-30T17:59:38-08:00
Duration: 36 s
Channel: Numerade
Description: The expression √(x^4y^2) = x^ry^s where x and y are non-negative real numbers. r, the exponent of x, is: s, the exponent of y, is:

Question

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Question

The expression \(\sqrt[6]{x^4y^2} = x^ry^s\) where \(x\) and \(y\) are non-negative real numbers. \(r\), the exponent of \(x\), is: \(s\), the exponent of \(y\), is:

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