This is a foldable designed for math interactive notebooks.
It walks students through the process of graphing exponential functions in the
form of y = a^x. The purpose of the problems chosen for this foldable are to master the basic exponential functions, and understand how each graph relates to each other: y=3^x and y = (1/3)^x, as well as how y=3^x relates to y = 3^x + 1
1. Completing a table of an exponential function
2. Understanding the shape of the graph
3. Stating the y-intercept
4. Listing the domain and range
Then there are 6 problems complete with empty tables and graphs.
The answer key is included!