The functions p (x) and g (x) are shown below:

g (x) = 0.09x

p (x) = (0.09) x

Which statement best describes the graph of p (x) and g (x) ?

Assuming that you actually mean that: p (x) = (0.09) ^x, then the correct answer would be:

"The graph of g (x) will eventually exceed the graph of p (x)."

This is because the function p (x) is an exponential decay function, and the function g (x) increases at a constant rate. Although p (x) would be greater at first, as the value of x increases, then g (x) will slowly catch up.