Jack goes for a ride on a ferris wheel that has a radius of 37 meters. The center of the ferris wheel is 49 meters above the ground. He starts his ride at the 12 o'clock position and travels counter clockwise. Define a function \( g \) that represents Jack's horizontal distance in meters relative to vertical midline of the wheel in terms of the angle (measured in radians) Jack makes with the center.

Given Radius(r) of the wheel = 37 meters Center of the wheel = 49 meters

Answered: meters above the anction g that r

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meters above the anction g that r

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Question

Jack goes for a ride on a ferris wheel that has a radius of 37 meters. The center of the ferris wheel is 49 meters above the ground. He starts his ride at the 12 o'clock position and travels counter clockwise. Define a function \( g \) that represents Jack's horizontal distance in meters relative to vertical midline of the wheel in terms of the angle (measured in radians) Jack makes with the center.

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