Question
The number of Canadian geese roaming in a community grows every year according to the function P(t)=100e^0.0425t with t representing the number of years. How many Canadian Geese will there be in three years?
Answers
GPT 3.5
To find the number of Canadian geese in three years, we plug in t = 3 into the given function:
P(3) = 100e^(0.0425*3) = 100e^0.1275.
Using a calculator, we find that e^0.1275 ≈ 1.136.
Therefore, P(3) ≈ 100 * 1.136 = 113.6.
So, there will be approximately 113.6 Canadian geese in three years.
P(3) = 100e^(0.0425*3) = 100e^0.1275.
Using a calculator, we find that e^0.1275 ≈ 1.136.
Therefore, P(3) ≈ 100 * 1.136 = 113.6.
So, there will be approximately 113.6 Canadian geese in three years.
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