Seat #. Exponential and Logarithmic Growth: Due 12/14 A population y grows according to the equation dy _ by where k is a constant and t is measured in years. If the population doubles every 25 years, then what is the value of K: 2. The number of mice on a large farm is modeled by the function M(t), where t is measured in weeks. M(t) is the solution to the logistic differential equation dM 3M2 = 6M - At t = 0, there are 20 mice on the farm. As time expands without bounds, how many more ." will be on the farm when it reaches its limiting 125 capacity