Answer:
3. p(t) = 7650(1.015^t)
4. p(22) = 10,615
Explanation:
3. If we let p represent the population t years after 1995, we can write the equation using a growth factor of 1+1.5% = 1.015:
p(t) = 7650(1.015^t)
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4. p(2017 -1995) = p(22) = 7650(1.015^22) ≈ 10,615
The population is modeled to be 10,615 in 2017.