What is the parent graph and equation for an exponential growth equation

The video tutorial explains exponential growth, starting with the basic formula y = b^x, where b > 1. It discusses the characteristics of exponential growth graphs, including their increasing nature and Y-intercept at (0,1). The tutorial also covers transformations of exponential graphs, such as shifts and stretches, using the formula y = a * b^(x-h) + k. These transformations affect the graph's position and shape, similar to quadratic functions.

Describe how the graph of an exponential function behaves as 'x' approaches negative infinity.

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What transformations can be applied to the exponential function as described in the text?

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