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If the rate of change of a population is given by dP/dt= 3.1(P-2)(P-10), P>0, for what values of P is the population increasing?
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it is decreasing over the intervals where the derivative is negative
Can you walk me through?
HI!!
do you know how to solve \[(p-2)(p-10)<0\]?
not too hard since it is already in factored form it is equal to zero at \(p=2\) and at \(p=10\) since this is a parabola that opens up, it is negative between the zeros and positive outside of them
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yes
so what do you do next ?
you are done, there is nothing left to do it is negative on the interval \((2,1)\) and positive elsewhere
oops i meant negative on the interval \((2,10)\)
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