In the population model, P(8) is approximately equal to which value?

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Multiple Choice

In the population model, P(8) is approximately equal to which value?

Explanation:
Think of P(t) as the population at time t. To find P(8), you substitute 8 for t in the model’s formula and compute the resulting value. After doing the calculation and rounding to the appropriate precision, the result comes out closest to 32.91 million. That alignment with the model’s stated growth over eight time units is why this value is the best match. The other numbers don’t fit the same growth pattern when you evaluate the model at t = 8.

Think of P(t) as the population at time t. To find P(8), you substitute 8 for t in the model’s formula and compute the resulting value. After doing the calculation and rounding to the appropriate precision, the result comes out closest to 32.91 million. That alignment with the model’s stated growth over eight time units is why this value is the best match. The other numbers don’t fit the same growth pattern when you evaluate the model at t = 8.

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