P 2. Discuss the following characteristics of the curve representing deer population (6A,2C) a. Is a sinusoidal model (sine or cosine) appropriate for this curve? Explain why. (99+ b. Maximum and minimum populations: Max:_ c. Mean value of population d. Length of one cycle in years e. Amplitude f. Equation of the axis g. Period h. State a possible sine or cosine function to model the deer population: Min: 16°C 04 6

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Question 2
NUMBER OF ADULT
-140-
-1-200
-100-
-80-
-60-
-40-
-20-
0
LL.
21
(2.58,114.17)
(4.47,106.16)
3
YEAR
4
5
7
Number of
Adult Wolves
-81
Number of
Adult Deer
Transcribed Image Text:NUMBER OF ADULT -140- -1-200 -100- -80- -60- -40- -20- 0 LL. 21 (2.58,114.17) (4.47,106.16) 3 YEAR 4 5 7 Number of Adult Wolves -81 Number of Adult Deer
4007-A X Soes trig assig X
wnloads/oes%20trig%20assignment%20(1).pdf
81 7
⠀
2 / 2
(99+
PDFfiller-oe: X
G how to find t
100% +
A
W
X
2. Discuss the following characteristics of the curve representing deer population (6A,2C)
a. Is a sinusoidal model (sine or cosine) appropriate for this curve? Explain why.
b. Maximum and minimum populations: Max:
c. Mean value of population
d. Length of one cycle in years
(2) Graph 4x
Downloads
e. Amplitude
f. Equation of the axis
g. Period
h. State a possible sine or cosine function to model the deer population:
Min:
16°C
x +
V
^ 4× 8
ES
+
ㅁ
0
6:55 PM
9/27/2023
Transcribed Image Text:4007-A X Soes trig assig X wnloads/oes%20trig%20assignment%20(1).pdf 81 7 ⠀ 2 / 2 (99+ PDFfiller-oe: X G how to find t 100% + A W X 2. Discuss the following characteristics of the curve representing deer population (6A,2C) a. Is a sinusoidal model (sine or cosine) appropriate for this curve? Explain why. b. Maximum and minimum populations: Max: c. Mean value of population d. Length of one cycle in years (2) Graph 4x Downloads e. Amplitude f. Equation of the axis g. Period h. State a possible sine or cosine function to model the deer population: Min: 16°C x + V ^ 4× 8 ES + ㅁ 0 6:55 PM 9/27/2023
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