Assume the center of the motion is the origin, the motion is counterclockwise and that t = 0 corresponds to a position along the positive horizontal axis. A point on the edge of a yo-yo which is 4 inches in diameter and spins at 4500 revolutions per minute. Find an equation for the horizontal position of the point h(t) in terms of t in minutes. A. h(t) = 4 cos C. h(t) = 2 cos 2250 4500 B. h(t) = 4 cos D. h(t) = 2 cos 2250 4500

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.1: Angles
Problem 48E
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Assume the center of the motion is the origin, the motion is
counterclockwise and that t = 0 corresponds to a position along the
positive horizontal axis. A point on the edge of a yo-yo which is 4 inches
in diameter and spins at 4500 revolutions per minute. Find an equation
for the horizontal position of the point h(t) in terms of t in minutes.
A. h(t) = 4 cos
C. h(t) = 2 cos
4500
2250
π
B. h(t) = 4 cos
D. h(t) = 2 cos
2250
4500
Transcribed Image Text:Assume the center of the motion is the origin, the motion is counterclockwise and that t = 0 corresponds to a position along the positive horizontal axis. A point on the edge of a yo-yo which is 4 inches in diameter and spins at 4500 revolutions per minute. Find an equation for the horizontal position of the point h(t) in terms of t in minutes. A. h(t) = 4 cos C. h(t) = 2 cos 4500 2250 π B. h(t) = 4 cos D. h(t) = 2 cos 2250 4500
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