A population, P(t) (in millions) in year t, increases exponentially. Suppose P(10) = 17 and P(13

Name: A population, P(t) (in millions) in year t, increases exponentially. Suppose P(10) = 17 and P(13) = 26. a) Find a formula for the population in the form P(t) = ab^t . Enter the values you found for a and b in your formula in the blanks below. Round your values to 4 decimal places. a = 4.1267 b = 1.1521 b) If P(t) = ae^kt , what is the value of k in your formula. k = 0.1416 (round to 4 decimal places) Note: You can earn partial credit on this problem.
Uploaded: 2022-04-02T01:12:43-08:00
Duration: 3 min 56 s
Channel: Vishal Parmar

Question

Penny Riley · Accepted Answer

a) The formula for the population would be P(t) = 4.1267 * (1.1521)^t.

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