$$P(t)=290(1.04)^{(\frac{4}{6})t}$$<br/><br/>The function $P$ models the population, in thousands, of a certain city $t$ years after 2005. According to the model, the population is predicted to increase by $n\%$ every 18 months. What is the value of $n$?

MM

Mashaal Masha

Feb 22, 2024

$$P(t)=290(1.04)^{(\frac{4}{6})t}$$The function $P$ models the population, in thousands, of a certain city $t$ years after 2005. According to the model, the population is predicted to increase by $n\%$ every 18 months. What is the value of $n$?

Difficulty: Hard

A:

0.38

B:

1.04

C:

4

D:

6

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ID: 65d6d41edbc6daab1c1f2646