One fine day in Rochester the low temperature occurs at 5 a.m. and the high temperature at 5 p.m. The temperature varies sinusoidally all day. The temperature t hours after midnight is T(t) = A + B sin where A, B, and C are certain constants. The low temperature is 47 and the high temperature is 77. Find the average temperature during the first 8 hours after noon. Hint: The high and low temperatures can be used together to find A and B. Determine C from the fact that it is hottest at 5 p.m. ("(t-C) 12

Q: Ferris Wheel Sketch A Ferris Wheel with radius 40 feet completes 1 revolution every 60 seconds. The…

A: The general equation of a cos function is given by the equation, y=a cos bx+c  where a is the…

Q: Construct a sinusoidal function with the provided information, and then solve the equation for the…

A:

Q: Choose the correct answe

A: Option :- a

Q: amplitude: period: phase shift: 6.

A: Follow the procedure given below.

Q: Find the period. 2.04 1.0 AAMAA -10n 5n 5T 10T -1:0• -2.0+ [? ]T

A: The objective of the question is determine the period of the given graph.

Q: Determine D103 (cos 2x).

A:

Q: Show that given differential equation is exact and hence salve it o COs…

A:

Q: 5-2 L(e?"cos2t) = %3D (s - 2)? + 4 Select one: True False

A: Laplace Transform: Given a function defined for all real , the Laplace transform of is a function of…

Q: The function y = 17.14 sin(0.52x 1.75) + 7.11, where x represents the number of the month, models…

A: Given problem:- The function y = 17.14 sin(0.52x - 1.75) + 7.11, where x represents the number of…

Q: y= 2sin 1/2 x   FInd the 5 key points

A:

Q: 1 3n sin 3x + 3. |-23 8.

A:

Q: Solve : 7tan³x – 21 tan x = 0 T 2n 4n 57 A.,I, C. 3' 3 3' 3 3 В.", п, D. 0,,,, 3' 3 3

A:

Q: tan(42). csc (2x)

A:

Q: cos X Z 50 48 14 Y

A: NOTE: Refresh your page if you can't see any equations. . here we have XY=14 XZ=50

Q: when X t' T. y tind

A: