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The value of the logarithmic function (b^{2})^{5_{b}x} is:

Question

The value of the logarithmic function $(b^{2})^{5 l o g_{b} x}$ is:

1 0^{x}

x^{4}

10 x

x^{10}

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The value of the logarithmic function

(b^{2})^{5 l o g_{b} x}

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Text solutionVerified

(b^{2})^{5 l o g_{b} x}

(b^{2})^{5 l o g_{b} x} = b^{10 l o g_{b} x}

= b^{l o g_{b} (x)^{10}} \dots (b^{l o g_{b} (x)^{n}} = x^{n})

= x^{10}

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Question Text	The value of the logarithmic function $(b^{2})^{5 l o g_{b} x}$ is:
Answer Type	Text solution:1
Upvotes	150