5. The wheel on a game show, "The Price is Right" has a diameter of 1.9 m and the bottom of the wheel is 0.30 m above the ground. A contestant grabs a handle on the edge of a wheel and in the middle of the wheel spins it by pulling down. The handle takes 0.89 seconds to make 1 revolution. a) Write an equation using sin(x) that represents the height of the handle on the spinning wheel. b) Draw a graph (show two cycles) that represents the height of the handle on the spinning wheel. (Note: The handle starts in the middle height of the wheel). Please show max, min, amplitude, x-y axis labels, central horizontal axis
5. The wheel on a game show, "The Price is Right" has a diameter of 1.9 m and the bottom of the wheel is 0.30 m above the ground. A contestant grabs a handle on the edge of a wheel and in the middle of the wheel spins it by pulling down. The handle takes 0.89 seconds to make 1 revolution. a) Write an equation using sin(x) that represents the height of the handle on the spinning wheel. b) Draw a graph (show two cycles) that represents the height of the handle on the spinning wheel. (Note: The handle starts in the middle height of the wheel). Please show max, min, amplitude, x-y axis labels, central horizontal axis
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
Transcribed Image Text:5. The wheel on a game show, "The Price is Right" has a diameter of 1.9 m and the bottom
of the wheel is 0.30 m above the ground. A contestant grabs a handle on the edge of a
wheel and in the middle of the wheel spins it by pulling down. The handle takes 0.89
seconds to make 1 revolution.
a) Write an equation using sin(x) that represents the height of the handle on the spinning
wheel.
b) Draw a graph (show two cycles) that represents the height of the handle on the
spinning wheel. (Note: The handle starts in the middle height of the wheel). Please
show max, min, amplitude, x-y axis labels, central horizontal axis
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