The problem is as follows:
Sketch a graph of each pair of function.
f(x) = logb2(x) , g(x) = logb4(x)
How would I even begin to solve this problem??
For reference, logb2(x) = log base two (x).
$\displaystyle y = \log_2{x}$ is the inverse of the function $\displaystyle y = 2^x$
note that a function and its inverse are symmetrical to the line $\displaystyle y = x$ ... if you can graph the exponential function, you can graph the log function.