Exponential and Logarithmic Graphs

Assume a>0, a 1. Exponential graphs a>1 (growth): as x increases, y increases. 01: increasing through (1,0). 00 | y=0 (horizontal) | (0,1) y=log_a x | x>0 | y in R | x=0 (vertical) | (1,0) Inverse functions y=ax x=log_a y The graphs reflect in y=x: (p,q) maps to (q,p). Label intercepts and asymptotes.