Graphing Exponential and Logarithmic Functions

Master graphing exponential & log functions! Practice identifying domain, range, and transformations.

Matching graphs Match the function to the correct graph. y=2^x y=2^x+4 y=2^x-3 y=logx y=logx+4 y=log(x+4) y=log(x-3) Differentiate the Graphs Sort the graphs under the correct parent function. Exponential Logarithmic What are the domain and range of this graph? D: (-inf, inf)R: (-inf, inf) D: (-inf, inf)R: (2, inf) D: (2, inf)R: (-inf, inf) D: (-2, 6)R: (2, 8) Write the range of the function. Draw the Function Draw the exponential function with a range of (3, inf). What are the domain and range of this function? D: (-inf, inf)R: (-inf, inf) D: (-inf, inf)R: (2, inf) D: (-inf, inf)R: (-inf, 4) D: (2, inf)R: (-inf, inf) Write the domain of the function Describe the transformations of the function y=-3log(x-2)+7 Write the equation that represents the transformation of the function f(x)=2^x when it has been shifted up 4 and right 1.