Math, asked by Anonymous, 2 months ago


{ \huge{ \boxed{ \frak{ \orange{ question}}}}}
Find the value of
 {\pi}^{ log_{\pi} {\pi}^{2}  }




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Answers

Answered by Anonymous
11

Answer:

\sf {\pi}^{ log_{\pi} {\pi}^{2} } \approx \ 9.16

Step-by-step explanation:

:\implies \sf {\pi}^{ log_{\pi} {\pi}^{2} }

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Use \sf \ log_a (a^x) = x \times log_a (a) to transform the equation.

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:\implies \sf \pi^{2log_\pi (\pi)}

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An algorithm with the same base and argument is equal to 0.

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:\implies \sf \pi^{2 \times 1}

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:\implies \sf \pi^2

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The value of π is 3.14.

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:\implies \sf (3.14)^2

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:\implies \sf 3.14 \times 3.14

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:\implies \sf \approx 9.16

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\therefore The value of \sf {\pi}^{ log_{\pi} {\pi}^{2} } is ≈ 9.16.

Answered by snigdhasen723
4

Answer:

ofc but

yeh sab ignor kar deya tho life tho bekar ha

btw I don't believe in god and all

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