Question

Solve 6㏒₆3 and ㏒₃27^√2

Answer 1

Since there is not much more you can do to solve 6㏒₆3,, the only thing you need to do is calculate the approximate value. the correct answer to this question then would be 6㏒₆3 ≈ 3.67888
the first step to solve ㏒₃27$27^{ \sqrt{2} }$ is to write the number in exponential form
㏒₃(3³)$^{ \sqrt{2}}$
using $log_{a}$ ($a^{x}$) = x,, simplify the expression
$3^{ \sqrt{2} }$
this means the correct answer for the second expression is $3^{ \sqrt{2} }$
let me know if you have any further questions
:)