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4. A population of squirrels is currently measured to be 500 squirrels. a. Write a function P(t) to predict the squirrel population t years from now if you expect the population to grow at a constant rate of 40 squirrels per year. Hint-what type of function has a constant rate of change? b. Write a function Q(t) to predict the squirrel population t years from now if you expect the population to increase by 8% each year. Hint-this is like the growth of an account with 8% interest calculated annually. c. For BOTH functions you found above, predict the squirrel population in 12 years. Round to the nearest whole number as needed.

4. A population of squirrels is currently measured to be 500 squirrels. a. Write a function P(t) to predict the squirrel population t years from now if you expect the population to grow at a constant rate of 40 squirrels per year. Hint-what type of function has a constant rate of change? b. Write a function Q(t) to predict the squirrel population t years from now if you expect the population to increase by 8% each year. Hint-this is like the growth of an account with 8% interest calculated annually. c. For BOTH functions you found above, predict the squirrel population in 12 years. Round to the nearest whole number as needed.

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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4. A population of squirrels is currently measured to be 500 squirrels. a. Write a function P(t) to predict the squirrel population t years from now if you expect the population to grow at a constant rate of 40 squirrels per year. Hint-what type of function has a constant rate of change? b. Write a function Q(t) to predict the squirrel population t years from now if you expect the population to increase by 8% each year. Hint-this is like the growth of an account with 8% interest calculated annually. c. For BOTH functions you found above, predict the squirrel population in 12 years. Round to the nearest whole number as needed.
Transcribed Image Text:4. A population of squirrels is currently measured to be 500 squirrels. a. Write a function P(t) to predict the squirrel population t years from now if you expect the population to grow at a constant rate of 40 squirrels per year. Hint-what type of function has a constant rate of change? b. Write a function Q(t) to predict the squirrel population t years from now if you expect the population to increase by 8% each year. Hint-this is like the growth of an account with 8% interest calculated annually. c. For BOTH functions you found above, predict the squirrel population in 12 years. Round to the nearest whole number as needed.
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