Question

8^3log˅8(2)

Answer 1

2^9*log8 (2)
=log8(2^(2^9))
=log2^3(2^(2^9))
=2^(512-3)
=2^409

Answer 2

\[8^{3}\log _{8}(2)\] this is how it looks

Answer 3

How did you get \[2^{9} * \log8(2)\] @WilliamZhang

Answer 4

8^3=(2^3)^3=2^9;
BTW,\[\log8(2)\] or
\[\log_{8}2\]?