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log base 4(2^32)
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\[\log_{4}(2^{32}) \]
there is a very useful rule in logarithmic expressions: \[\log_{a^n} b^m\]=(m/n)\[\log_{a} b\]
but the 4 doesn't have an exponent
so, i would make the same base (2^2) and then divide the 32/2
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