P
pLuvia
Guest
The population P of a certain kind of insects is given by P(t)= a/b+e-at, where a and b are positive constants.
(a) Find the initial population
(b) Find the population when t --> ∞. This is the steady -state population
(c) Solve for t and hence find the time at which the population is half of the steady-state value.
(d) Sketch the graph of P(t)
(a) DONE = P(0) = a/b+1
(b) DONE = P(∞)= a/b
(c) Can't do
(d) Can't do
Can someone help me do these please
(a) Find the initial population
(b) Find the population when t --> ∞. This is the steady -state population
(c) Solve for t and hence find the time at which the population is half of the steady-state value.
(d) Sketch the graph of P(t)
(a) DONE = P(0) = a/b+1
(b) DONE = P(∞)= a/b
(c) Can't do
(d) Can't do
Can someone help me do these please