Question

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===>>> if 2^3=8

2^10=1024

find :) 2^256=???


# explain with process

Answer 1

for solution refer attachment

Answer 2

${2}^{256} = x \\ or. \: log_{10}( {2}^{256} ) = log_{10}(x) \\ \\ or. \: \: 256 \times log_{10}(2) = log_{10}(x) \\ \\ or. \: \: 256 \times 0.301 = log_{10}(x) \\ \\ or. \: \: 77.056 = log_{10}(x) \\ \\ or. \: \: x = {10}^{77.056} \\ \\ or. \: \: x = {10}^{77} \times {10}^{0.056} \\ \\ or. \: \: x = 1.1376 \times {10}^{77}$
Hope u like my process
======================
Given,
2^3 = 8

2^ 10= 1024

2^256 =??

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2^ 256

= 1.1376×10^77
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Hope this is ur required answer

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