I am stuck on this question. The formula
models the number of inmates(in thousands) in US State and federal prisons x years after 1980.
A) In which year were there 740 thousand inmates in US state and federal prisons?
x = the number of years after 1980.
f(x) = the number of thoiusands of inmates in the year which is x years after 1980
A) In which year were there 740 thousand inmates in US state and federal prisons?
x = the number of years after 1980 = ? (That's what we want to find)
f(x) = the number of inmates in the year which is x years after 1980 = 740 (That is given)
So we substitute 740 for f(x) in
Can you solve that? If not post again asking how.
Solutions are x = 10 and x = -21
We ignore the negative value and our final answer is
10 years after 1980, or the year 1990.
B) In which year where there 1100 thousand inmates in US state and federal prisons?
x = the number of years after 1980 = ? (That's what we want to find)
f(x) = the number of inmates in the year which is x years after 1980 = 1100 (That is given)
So we substitute 1100 for f(x) in
Can you solve that? If not post again asking how.
Solutions are x = 15 and x = -26
We ignore the negative value and our final answer is
15 years after 1980, or the year 1995.
Edwin