Since a logarithm is an exponent, how do you think the log property
logb(xy) = logb (x) + logb (y) is related to the exponent property
(bm)(bn) = b(m+n)?
What I have so far:
A log or logarithmic function is simply another way to write an exponent. So, when you are converting from log form to exponential form, b is your base, Y is your exponent, and X is what your exponential expression is set equal to.
Any help would be appreciated. Thanks
logb(xy) = logb (x) + logb (y) is related to the exponent property
(bm)(bn) = b(m+n)?
What I have so far:
A log or logarithmic function is simply another way to write an exponent. So, when you are converting from log form to exponential form, b is your base, Y is your exponent, and X is what your exponential expression is set equal to.
Any help would be appreciated. Thanks