A pack of wild horses has a population that fluctuates due to ecological pressures. In 2013 their population was at its lowest point of 50 horses. In 2016 the population had rebounded to its largest number of 120. If the population oscillates between these lowest and highest numbers at regular intervals going forward, what would be a sinusoidal equation that could model this starting with the year 2013? Write a let statement defining your variable and a final statement.

Q: Define what is an important property of the sine and cosine functions?

A: The most important property of Sine and Cosine functions is: The sine function is Periodic and odd.…

Q: /3 Without using a calculator: tan¬1 ( 3

A:

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A: Use the result, In the Sexagesimal system, 1 degree = 60 minutes                = 60×60 seconds…

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A: To determine the  Amplitude and Period of Sinusoidal Functions

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A: the ratio of the length of the side next to an acute angle to the length of the longest side (the…

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A: Given information: Use a calculator to approximate the value of an inverse trigonometricfunction.

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Q: Graph y = 1+ 2sin(-2x) by Transformation of y = sinx on -.2n|. Show and label each Trigonometric…

A: Please see the attachment

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A: Consider the functions y=sin x  and   y=cos x. Sketch the graph of both functions as shown below.

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