Mathematics, 19.05.2021 20:50, andersonrocksc

5. Currently, the population of the metropolitan Waterville area can be modeled by the equation P(t) = 62,700(1.0325), where P(t) represents the total population and t represents the number of years from now. In the function P(t), explain what 62,700 and 1.0325 represents.

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5. Currently, the population of the metropolitan Waterville area can be modeled by the equation P(t) = 62,700(1.0325), where P(t) represents the total population and t represents the number of years from now. In the function P(t), explain what 62,700 and 1.0325 represents.​

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5. Currently, the population of the metropolitan Waterville area can be modeled by the equation P(t) = 62,700(1.0325), where P(t) represents the total population and t represents the number of years from now. In the function P(t), explain what 62,700 and 1.0325 represents.