Writing and Graphing Exponential Functions in Real Life Scenarios

This video tutorial explains how to write and graph exponential functions by examining real-life scenarios. It covers the basics of exponential functions, including the parent function, initial amount, and common ratio. Two examples are provided: modeling bacteria population growth and modeling the decay of a bouncing baseball. The video demonstrates how to create equations, tables, and graphs to represent these exponential relationships.

Describe how to create a table for graphing an exponential function.

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What is the common ratio in the example of a baseball dropped from a height of 52 inches?

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How does the height of the ball change with each bounce according to the exponential model?

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