2. The graph shows the average monthly temperature, in degrees Celsius, for Thompson, MB. The data can be modeled by an equation of the form y=acosb(x-c)+d. The minimum and maximum values are at y=-25 and y=15, respectively. 30 20 10 10 12 10 -20- Determine the equation represented by this graph. Recall that when the directing word "determine" is used, steps need to be shown and/or explained. Show a calculation or explain your process for finding each value a, b, c & d.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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2. The graph shows the average monthly temperature, in degrees Celsius, for Thompson, MB. The
data can be modeled by an equation of the form y=acosb(x-c)+d. The minimum and
maximum values are at y=-25 and y=15, respectively.
30
20
10
10
12
10
-20-
Determine the equation represented by this graph. Recall that when the directing word
"determine" is used, steps need to be shown and/or explained. Show a calculation or
explain your process for finding each value a, b, c & d.
Transcribed Image Text:2. The graph shows the average monthly temperature, in degrees Celsius, for Thompson, MB. The data can be modeled by an equation of the form y=acosb(x-c)+d. The minimum and maximum values are at y=-25 and y=15, respectively. 30 20 10 10 12 10 -20- Determine the equation represented by this graph. Recall that when the directing word "determine" is used, steps need to be shown and/or explained. Show a calculation or explain your process for finding each value a, b, c & d.
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