Finding the rate of change of the function defined by y = x³ and evaluating it at x=9 units yields y'= 38263752. This means that when x=6 the function y: A) Decreases at the rate of 4782969 units B) Increases at the rate of 38263752 units C) Decreases at the rate of 38263752 units D) Increases at the rate of 4782969 units

Trigonometry (MindTap Course List)
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ISBN:9781337278461
Author:Ron Larson
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Finding the rate of change of the function defined by y = x² and evaluating it at x=9 units
yields y'= 38263752. This means that when x-6 the function y:
A) Decreases at the rate of 4782969 units
B) Increases at the rate of 38263752 units
C) Decreases at the rate of 38263752 units
D) Increases at the rate of 4782969 units
Transcribed Image Text:Finding the rate of change of the function defined by y = x² and evaluating it at x=9 units yields y'= 38263752. This means that when x-6 the function y: A) Decreases at the rate of 4782969 units B) Increases at the rate of 38263752 units C) Decreases at the rate of 38263752 units D) Increases at the rate of 4782969 units
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