Raymond B. answered 12/08/22
Math, microeconomics or criminal justice
16000+ .03(16000)
= 16000 + 480
= 16,480 in the next year
if growth is linear, then 16,960 in the following year
S(t) = 16000+480t = student population where t = number of years of growth
but natural growth tends to be compounded
S(t) = 1600(1.03)^t is a more likely model to predict the student population
general formula is
A = P(1+r/n)^nt where r = growth rate = 3% = .03, n = number of compounding periods per year = 1
t= number of years. P = initial population, A= new population after t years
1 + .03 = 1.03 might be the numbers you want for "b"