Use the Laws of logarithms to rewrite the expression in an e
Use the Laws of logarithms to rewrite the expression in an equivalent form.
log(8^13)=
Solution
log( 8^13) =y
As per log to exponential property:
logbx = y
b^y = x.
Here in our case b=10 ;x = 8^13
So, log( 8^13) =y
13log(8) =y ( Using log property log(a^x) = xloga )
log(8) = y/13
8 = 10^(y/13)
| logbx = y | means | b^y = x. |
