The approximation that sin 0 = 0 is only applicable for small angles because A The pendulum always swings at small angles. B The angle does not affect any quantity for the motion of a pendulum. The difference between the sine value and the radian value is small to the point that we can neglect it. D It is easier to analyze the system without the trigonometric function sine.

Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter16: Oscillations
Section: Chapter Questions
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The approximation that sin 0 = 0 is only applicable for small angles because
A The pendulum always swings at small angles.
B The angle does not affect any quantity for the motion of a pendulum.
The difference between the sine value and the radian value is small to the point that we
can neglect it.
D It is easier to analyze the system without the trigonometric function sine.
Transcribed Image Text:The approximation that sin 0 = 0 is only applicable for small angles because A The pendulum always swings at small angles. B The angle does not affect any quantity for the motion of a pendulum. The difference between the sine value and the radian value is small to the point that we can neglect it. D It is easier to analyze the system without the trigonometric function sine.
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