Because of an insufficient oxygen supply, the trout population in a lake is dying. The population's rate of change can be modeled by the equation below where t is the time in days. dP/dt = – 110e–t/15 When t = 0, the population is 1650.
(a) Write an equation that models the population P in terms of the time t. P =
(b) What is the population after 17 days?
(c) According to this model, how long will it take for the entire trout population to die? (Round to 1 decimal place.)