Help on last question.. Calculus..
Could you please be more specific about what kind of "help" you need? If y ou want someone to check your work, please share your own work here.
I need help solving it. Starting at step one. I didnt answer this question. I want to know how to solve it. This was on my quiz but I dont have a question like this in any of the 8 sections of homework ive done in the course so far.
i think in part you need to simply integrate.
of function P(t)
I'd suggest taking the derivative via Quotient Rule
\[Growth rate = \frac{ dP(t) }{ dt } =\frac{ 400*(2t ^{2}+9)-400t*4t }{ {(2t^{2}+9)}^{2} } =\frac{ -800t^{2}+3600 }{ {(2t^{2}+9)}^{2} } \] \[P(11)= \frac{ 400*11 }{ 2*11^{2}+9 } thousands\] \[t=11, \frac{ dP(t) }{ dt }=\frac{ -800*11^{2}+3600 }{ (2*11^{2 }+9)^{2}} \frac{thousands-resident }{year }\]
Im getting 17.530 for B and -1.479 for C.
Is the system incorrect or are my calculations wrong?
the population is in thousands
therefore you need to multiply both by 1000
to get the population and population/year
respectively
Ohhh I see. Thank you.
np
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