deal with iterations of the logarithm function. Let log n

Chapter 5, Problem 60E

(choose chapter or problem)

Find these values.

a) $\log \left({ }^{2}\right) 16$

b) $\log \left({ }^{3}\right) 256$

c) $\log \left({ }^{3}\right) 2^{65536}$

d) $\log (4) 2^{2^{65536}}$

Equation Transcription:

$lo{g}^{(2)}\ 16$

$lo{g}^{(3)}\ 256$

$lo{g}^{(3)}\ {2}^{65536}$

$lo{g}^{(4)}\ {2}^{2{\ }^{65536}}$

Text Transcription:

log^(2) 16

log^(3) 256

log^(3) 2^65536

log(^4) 2^2^65536

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