Question 558664
what's the inverse function of 5 to the power of x
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y=5^x (exponential form)
To find inverse:
swap x & y
x=5^y
take log base5 of both sides
log(base5)(x)=log(base5)(5^y)
log(base5)(x)=y (log of base raised to a power=power)
or 
y=log(base5)(x) (inverse of y=5^x)
note: for any base, the log function is the inverse of the exponential form