The frog population in a small pond grows exponentially. The current population is 95 frogs, and the relative growth rate is 16% per year. (a) Find a function that models the number of frogs after t years. (b) Find the projected population after 4 years. (c) Find the number of years required for the frog population to reach 800. With complete solution and box the answers.
The frog population in a small pond grows exponentially. The current population is 95 frogs, and the relative growth rate is 16% per year. (a) Find a function that models the number of frogs after t years. (b) Find the projected population after 4 years. (c) Find the number of years required for the frog population to reach 800. With complete solution and box the answers.
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The frog population in a small pond grows exponentially. The current population is 95 frogs, and the relative growth rate is 16% per
year. (a) Find a function that models the number of frogs after t years. (b) Find the projected population after 4 years. (c) Find the
number of years required for the frog population to reach 800.
With complete solution and box the answers.
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