A country's population in 1995 was 175 million. In 2000 it was 181 million. Estimate the population in 2020 using exponential growth formula. Round you answer to the nearest million

First find the rate of growth

The formula is

P=Ae^rt

P 181 million

A 175 million

E constant

R rate of growth?

T time 2,000-1,995=5 years

Solve the formula for r

R = (log (p/A) : log (e)) : t

R = (log (181:175) : log (e)) : 5

R=0.0067

Now find the population in 2020

P=Ae^rt

P?

A 175 million

R 0.0067

T time 2,020-1,995=25 years

P=175*e^ (0.0067*25)

P=207 million ... answer