Miss kito made a large donation to protect a rare species of mosquito that environmentalist declared endangered, thanks o miss kito's generosity, the insects were transplanted to a protected area. the population P (in thousands) of the insects in t months after being transported is: p(t)=50(1+0.05t)/2+0.01t...what is the limiting factor on the insect population as time progresses?

The factors that affect the population of the rare species of the mosquito are what are referred to as the limiting factors.

There are several limiting factors that affect population growth of the mosquitoes; some of them are:

As time progresses, the amount of mosquitoes may or may not increase.

This in other words means that, a limiting factor is anything that slows down or stops the population size of the mosquitoes

Read more about limiting factors at:

link

Step-by-step explanation:

Given the population of insects in t months after being transported to be p(t)=50(1+0.05t)/2+0.01t., to get the insect population as time progresses, we will substitute t = infinity into the equation

p(infty) = 50(1+0.05(infty))/2+0.01(infty)

P(infty) = 50(1+infty)/infty

P(infty) = infty/infty (Ind)

Apply l'hopital rule

P'(t) = 50(0.05)+0/0.01

P'(t) = 2.5/0.01

P'(t) = 250

Hence the limiting factor on the insect population as time progresses is 250 populations