(a) Explanation Given: The given function represents the Glen Cove’s population (in thousands) after t years from now. P ( t ) = 25 t 2 + 125 t + 200 t 2 + 5 t + 40 Calculation: Substitute 10 for t in the given function, to find the population after 10 years, P ( 10 ) = 25 ( 10 ) 2 + 125 ( 10 ) + 200 ( 10 ) 2 + 5 ( 10 ) + 40 To find the value of above expression, press ON key, then press the keystrokes ( 2 5 × 1 0 x 2 + 1 2 5 (b) To determine The rate at which the population increases after 10 year using graphing calculator.

10th Edition

ISBN: 9781337825597

Author: Tan

Publisher: INTER CENG

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Chapter 3.2, Problem 8TE

(a)

To determine

The population after 10 years using graphing calculator.

(b)

To determine

The rate at which the population increases after 10 year using graphing calculator.

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Chapter 3.2, Problem 7TE

Chapter 3.3, Problem 1CQ

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The population after 10 years using graphing calculator.

Solution Summary: The graph shows the population after 10 years using graphing calculator. The value of the above expression is 20.7895.

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The population after 10 years using graphing calculator.

The rate at which the population increases after 10 year using graphing calculator.

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Chapter 3 Solutions