SOLUTION: The population P of a predator at time, t in months, is modeled by {{{P(t)=10000+3000sin(pi/12)(t)}}}. Find average rate of change of predator population for t=1 and t=2.

Algebra ->  Graphs -> SOLUTION: The population P of a predator at time, t in months, is modeled by {{{P(t)=10000+3000sin(pi/12)(t)}}}. Find average rate of change of predator population for t=1 and t=2.      Log On


   

Question 939161: The population P of a predator at time, t in months, is modeled by P%28t%29=10000%2B3000sin%28pi%2F12%29%28t%29. Find average rate of change of predator population for t=1 and t=2.
Answer by ewatrrr(24785) About Me  (Show Source):
You can put this solution on YOUR website!
average rate of change of predator population for t=1 and t=2.
IF
P(t) = 10000+3000sin(pi/12)(x)
(P(2)-P(1))/(2-1) = 11553 - 10776.