Question: fQuestion 7(Multiple Choice Worth 10 points) (07.07 MC) The number of guests at a theme park can be modeled by function P(t) where t is

 \fQuestion 7(Multiple Choice Worth 10 points) (07.07 MC) The number ofguests at a theme park can be modeled by function P(t) wheret is measured in hours. P is a solution to the logistic

differential equation dp _ _ p2 -, where P(0) = 4,500. Whatis the greatest rate of dt 2 60000' Click to remove flag.change of the number of guests at the park, per hour? O

\fQuestion 7(Multiple Choice Worth 10 points) (07.07 MC) The number of guests at a theme park can be modeled by function P(t) where t is measured in hours. P is a solution to the logistic differential equation dp _ _ p2 -, where P(0) = 4,500. What is the greatest rate of dt 2 60000' Click to remove flag. change of the number of guests at the park, per hour? O 2,312 guests per hour . 3,750 guests per hour 7,500 guests per hour 15,000 guests per hourQuestion 8(Multiple Choice Worth 10 points) (07.01 MC) Determine the value of k that will make y = 2cos(2x) a solution to y " - ky =y ". OK = 5 OK = -3 OK = 0 OK = -6

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