An insect population is increasing at a rate of e^(t/4) insects per day. Find the size of the insect population after 10 days assuming that there are 100 insects at time t=0 days.
An insect population is increasing at a rate of e^(t/4) insects per day. Find the size of the insect population after 10 days assuming that there are 100 insects at time t=0 days.
100 x e^(10/4)=1,218-insect population after 10 days.
