In Exercises 93-98, let f ( x ) = sin x , g ( x ) = cos x , and h ( x ) = 2 x . Find the exact value of each expression. Do not use a calculator. the average rate of change of f from x 1 = 5 π 4 to x 2 = 3 π 2
In Exercises 93-98, let f ( x ) = sin x , g ( x ) = cos x , and h ( x ) = 2 x . Find the exact value of each expression. Do not use a calculator. the average rate of change of f from x 1 = 5 π 4 to x 2 = 3 π 2
Solution Summary: The author calculates the exact value of the average rate of change of f.
Complete the table attached in images.
After completing the table in part 1 a) above, copy and complete the table below bystating the name of EACH function used and their respective derivatives:
The probability of precipitation in a California city varies from a peak of 0.38 (38%) in January to a low of 0.08 (8%) in July. Assume that the percentage of
precipitation varies monthly and behaves like a cosine curve.
Part 1 of 2
(a) Write a function of the form P (t) = A cos (Bt-C) + D to model the precipitation probability. The value P (t) is the probability of precipitation (as a
decimal), for month t, with January as t = 1.
P (t)
=
cos
X
♫
3
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