During the time interval 0

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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options to fill in the blanks: The (population/average population/average rate of change) of deer in the forest (is equal to/increased by a total of/ decreased by a total of/is increasing at a rate of/ is decreasing at a rate of)__ (months/ months per deer/ months per deer per deer/ deer/ deer per month/ deer per month) (when t=0/when  t=5/ when t=7 / from t=0 to t=7/ from t=5 to t=7)

During the time interval 0 <t < 7, the rate of change of the
population of deer in a forest, in deer per month, can be modeled by
the differentiable function Z(t), where t is measured in months. At
time t = 5 there are 200 deer in the forest. What is the best
interpretation of the statement Z(5) = –65?
The
of deer in the forest
Transcribed Image Text:During the time interval 0 <t < 7, the rate of change of the population of deer in a forest, in deer per month, can be modeled by the differentiable function Z(t), where t is measured in months. At time t = 5 there are 200 deer in the forest. What is the best interpretation of the statement Z(5) = –65? The of deer in the forest
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