The number of squirrels, N, living in a particular area can be modelled by the function N(t)= a cos[b(t - c)] + d, where t is the time in months since measurements began. At 4 months, the squirrel population reached the first maximum of 192; and at 14 months, the squirrel population reached the first minimum of 112. The value of a and b for the function above are O a 80 and b = = O a 40 and b = O a 40 and b = O a 80 and b || 에크에크 10

Algebra and Trigonometry (6th Edition)
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ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
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Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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The number of squirrels, N, living in a particular area can be modelled by the function
N (t) = a cos[b(t = c)] + d, where t is the time in months since measurements began. At 4 months,
the squirrel population reached the first maximum of 192; and at 14 months, the squirrel population
reached the first minimum of 112.
The value of a and b for the function above are
O a 80 and b
O a 40 and b
=
T
O a 40 and b
=
mount
O a 80 and b
=
Con
T
F10 F₁0 F
5
5
10
10
Transcribed Image Text:The number of squirrels, N, living in a particular area can be modelled by the function N (t) = a cos[b(t = c)] + d, where t is the time in months since measurements began. At 4 months, the squirrel population reached the first maximum of 192; and at 14 months, the squirrel population reached the first minimum of 112. The value of a and b for the function above are O a 80 and b O a 40 and b = T O a 40 and b = mount O a 80 and b = Con T F10 F₁0 F 5 5 10 10
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