Graphing exponential function

The video tutorial explains the differences between growth and decay functions, focusing on exponential functions. It demonstrates how to transform a decay function into a growth function by rearranging its components. The tutorial then guides viewers through graphing the parent function and applying transformations such as reflections and shifts. Key concepts like domain, range, and asymptotes are discussed, providing a comprehensive understanding of graphing exponential functions with transformations.

What is the definition of a growth function?

How can you determine if a function represents decay or growth?

What transformations are applied to the graph of the function?

Explain how to graph the parent function of an exponential function.

What are the coordinates of the points used for graphing the exponential function?

Describe the effect of shifting the graph down on the asymptote.

What is the new range of the function after applying the transformations?