At a time denoted as t = 0 a technological innovation is introduced into a community that has a fixed population of n people. De
termine a differential equation for the number of people x(t) who have adopted the innovation at time t if it is assumed that the rate at which the innovations spread through the community is jointly proportional to the number of people who have adopted it and the number of people who have not adopted it. (Use k > 0 for the constant of proportionality and x for x(t). Assume that initially one person adopts the innovation.) dx/dt=
I would say sometimes since JK and JL both start with the letter "J" meaning that the endpoint in called "J." There are infinite other points along that ray that can be named anything so that means "JK" and "JL" are possible.
