Question

suppose the Ferris wheel is 20 m tall. let h(t)=10cos(12t) represent his height in m above or below the center of the Ferris wheel. How long does t take to make two complete cycles on the Ferris wheel. assume there are no stops

Answer 1

Question:--

Suppose the Ferris wheel is 20 m tall. let h(t)=10cos(12t) represent his height in m above or below the center of the Ferris wheel. How long does t take to make two complete cycles on the Ferris wheel. assume there are no stops.

Answer:

Step-by-step explanation:

h(t) = a cos(b(t+c)) + d

a = amplitude = 10

b = angular frequency = 2pi/period = 12

c = phase (horizontal) shift = 0

d = vertical shift = 0

You want the period, which is the time to complete on revolution. Multipy the period by 2 to get two revolutions.

b = 2 pi/period

12 = 2 pi/period

Solve for the period.

Answer 2

Answer:

Thanku for free points