Question

Simplify: (1/2)^log base8^512

HELP PLEASE :(

Answer 1

kinda hard to read
is it one half to that power?

Answer 2

no matter, first job is to compute \[\log_8(512)\] which is not has hard as it looks, because by some miracle \(521\) is an integer power or \(8\)

Answer 3

oops i meant \(512\) is an integer power of \(8\)

Answer 4

solve \[8^{x}=512\]
that is the answer to \[\log_8(512)\]

Answer 5

\[(1/2)^{Log _{8}512}\]

Answer 6

\[\log_8(512)=x\iff 8^x=512\] in other words
they say the same thing