Question

Inverse form of Log5^5x?
Can i have the step-by-step

Answer 1

\[\exp^{5x}(5)\]
\[\exp^{25x}\]

Answer 2

is it \(\log_5(5x)\) ?

Answer 3

sorry the question should be... y = Log(base 5) of 5X .... need inverse form

Answer 4

Yes!

Answer 5

is similar 4^2=16 then log4(4)16=2

Answer 6

@satellite73 has the right question

Answer 7

\[y=\log_5(5x)=\iff 5^y=5x\] ans so
\[x=\frac{5^y}{5}=5^{y-1}\]

Answer 8

that is your inverse

Answer 9

thanks