Asked by paulie749
Based on data from 1993 to 2000, the rate of change in the annual per capita personal income in New Mexico may be modeled by
R(t)= 8.45t2 + 45.94t + 723.00 dollars per person per year, where t is the number of years since the end of 1993.
(Source: Modeled from Bureau of Economic Analysis data.)
Calculate and interpret the meaning of
∫5(8.45t^2+ 45.94t+723)dt
1
How in the world is this calculate ?
R(t)= 8.45t2 + 45.94t + 723.00 dollars per person per year, where t is the number of years since the end of 1993.
(Source: Modeled from Bureau of Economic Analysis data.)
Calculate and interpret the meaning of
∫5(8.45t^2+ 45.94t+723)dt
1
How in the world is this calculate ?
Answers
Answered by
Damon
First you are Mike, then John, now Paulie. Trying to confuse me?
d income/dt = 8.45 t^2 + 45.94 t + 723
so total income made per capita from year end 1994 to end of 1998 (begin 1999) is
integral of that from 1 to 5
= 2.817 t^3 + 22.97 t^2 + 723 t
at t = 5
then subtract at t = 1
d income/dt = 8.45 t^2 + 45.94 t + 723
so total income made per capita from year end 1994 to end of 1998 (begin 1999) is
integral of that from 1 to 5
= 2.817 t^3 + 22.97 t^2 + 723 t
at t = 5
then subtract at t = 1
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