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Exercise 15

Avg difficulty 2.5

Several applied functions are given below. In each case, find the indicated quantity (including unit) and interpret the value in the context of the application.

The period of a pendulum (s) is given by P(x)=6x+1\fe{P}{x}=\frac{6}{x+1} where xx is the number of swings the pendulum has made. Find and interpret P(29)−P(1)29−1\frac{\fe{P}{29}-\fe{P}{1}}{29-1}.

Simonds, Calculus Lab Manual, §1.4 Supplement, Exercise 15

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