Question

question

Answer 1

What is it?

Answer 2

you won't need to use the derivative?

Answer 3

You do. You need to find the value of \(\dfrac{dP}{dt}\) at \(t=1988-1960\)

Answer 4

You're correct.
1) take derivative
2) plug in t, which is still 1988-1960

Answer 5

I'm lost haha. I was sick the day we went over this.

Answer 6

Bascially, you need to know how much population change at exact moment \(t = 1988-1960\):

To find the rate of change in population, you just take derivative of P with respect to t.

Tada! you now have formula P'(t) which tells you the rate of change in population at t.

You need to know the value of P' at t = 1988 - 1960

Answer 7

Do you know how to find \(P'\)?

Answer 8

P(t+h)-P(t)/h?