SOLUTION: It is estimated that t years from now, the population of a certain suburban community will be P(t) = 21 − (6/(t+1))thousand people. (a) What will the population of the comm

Question 1093256: It is estimated that t years from now, the population of a certain suburban community will be
P(t) = 21 − (6/(t+1))thousand people.
(a) What will the population of the community be seven years from now?

20,250 people
(b) By how much will the population increase during the seventh year? (Round your answer to the nearest integer.)
? people

Answer by josmiceli(19441) (Show Source): You can put this solution on YOUR website!
(a)

thousand
people
--------------------------------
(b)
I think they are counting the population at
the end of each year. Kind of makes sense.
What if the population jumped up in
December? That's still the same year.
So, by "during the year" I think they mean
from end of 6th year ( t=6 ) to end of
7th year ( t=7 )
------------------------------------------

thousand
people
------------------------------

people
Population increased by 107 during 7th year
-----------------------------------------
Get a 2nd opinion on this if you need to

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SOLUTION: It is estimated that t years from now, the population of a certain suburban community will be P(t) = 21 &#8722; (6/(t+1))thousand people. (a) What will the population of the comm

SOLUTION: It is estimated that t years from now, the population of a certain suburban community will be P(t) = 21 − (6/(t+1))thousand people. (a) What will the population of the comm