blem #7: A model for the change in the number of woodland caribou in Manitoba can be given by dP = 6(591-P), P(0) = 594 where t is measured in months and t = 0 represents January 1st, 2017. (a) True or False: The number of Caribou is increasing when t = 0. (b) True or False: P(1) = 3e 6+594 is a solution to this initial value problem. (c) Use Euler's method with the step size At = 1 to estimate the number of woodland caribou in Manitoba on February 1st, 2017. Problem #7(a): [Select v Problem #7(b): [Select

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Problem #7: A model for the change in the number of woodland caribou in Manitoba can be given by
dP = 6(591-P),
P(0) = 594
where t is measured in months and t = 0 represents January 1st, 2017.
(a) True or False: The number of Caribou is increasing when t = 0.
(b) True or False: P(t) = 3et+594 is a solution to this initial value problem.
(c) Use Euler's method with the step size At = 1 to estimate the number of woodland caribou in Manitoba on
February 1st, 2017.
Problem #7(a): Select ✓
Problem #7(b): Select ✓
Problem #7(c):
Transcribed Image Text:Problem #7: A model for the change in the number of woodland caribou in Manitoba can be given by dP = 6(591-P), P(0) = 594 where t is measured in months and t = 0 represents January 1st, 2017. (a) True or False: The number of Caribou is increasing when t = 0. (b) True or False: P(t) = 3et+594 is a solution to this initial value problem. (c) Use Euler's method with the step size At = 1 to estimate the number of woodland caribou in Manitoba on February 1st, 2017. Problem #7(a): Select ✓ Problem #7(b): Select ✓ Problem #7(c):
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