A population begins at size P0 = 32,500 in year t=0. The population has a doubling time of 6 years. Eight years later

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A population begins at size P0 = 32,500 in year t=0. The
population has a doubling time of 6 years. Eight years later
in t=6 the population reaches 65,000.
Based on a doubling time of 6 years, find the population in the
following years: t=6, t=12, t=18, t=36. In what year
does the population size reach 1,040,000?
Find an exponential model for P(t) to represent the population size
in year t. Also, give the rate of growth.
What is the population in year t= 25?
How long until the population reaches P(t) = 2,500,000?