hey
suppose that x(t) is the particular solution to the following initial value problem
dx/dt = (x-2)(x-4)(6-x); x(0) =5
Then lim x(t) = ??
t to positive infinite
I know the answer would be 6 but how do i find that answer?? please show me the steps by steps and explanations! Thanks!
suppose that x(t) is the particular solution to the following initial value problem
dx/dt = (x-2)(x-4)(6-x); x(0) =5
Then lim x(t) = ??
t to positive infinite
I know the answer would be 6 but how do i find that answer?? please show me the steps by steps and explanations! Thanks!