ssuming the caterpillar starts at the ottom, give two equations for its vertical esition (height) as a function of time (t, seconds), one using cos and the other th sine

Q: Calculate the period of this function: y = 5 sin(2x + 3)

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Q: 5 Jennifer boards a Ferris wheel which has a diameter of 140 meters. The center of the wheel is 75…

A: The Ferris wheel rotates at a rate of 2π/25 radians per minute. Since one revolution is equal to 2π…

Q: The force F (in pounds) on a person's back when he or she bends over at an angle e from an upright…

A: The given model is: F=0.6W sinθ+90°sin(12°) where W represents weight of the person in pounds.

Q: An airplane flies at an altitude of y-5 miles toward a point directly over an observer (see figure).…

A:

Q: Simplify sin(u – T) to a single trig function using the sum or difference of angles identity.

A:

Q: y= Scos ( - ) (G-)) Amplitude: 3 Period 47 Start (Horizontal Shift):

A: given  y=3cos12x-π4

Q: y=arctan(-1) "Find for Y in radians"

A:

Q: sin ⁡ ( θ ) = 3/5  Describe all such points as an equation of the form

A: Given :sinθ=35. The objective is to describe all such points as an equation of the form.…

Q: Describe the following feature of a Ferris wheel for which the height of a rider (in feet) above the…

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Q: Hiw, sin hza

A: Find the attachment