Standing waves on a wire can be described by y(x, t) = [Asw sin(kæ)] sin(wt), with Asw = 2.5mm, w = 942rad/s, and k = 0.757 rad/m. The left end of the wire is at x = 0. At what distance from the left end are the nodes and the antinodes of the standing wave? Create a sketch of this wave.

Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter18: Superposition And Standing Waves
Section: Chapter Questions
Problem 22PQ
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Standing waves on a wire can be described by y(x, t)
= [Asu sin(kx)] sin(wt), with Asw = 2.5mm,
w = 942rad/s, and k = 0.75™ rad/m. The left end of the wire is at x = 0. At what distance from the left end
are the nodes and the antinodes of the standing wave? Create a sketch of this wave.
Transcribed Image Text:Standing waves on a wire can be described by y(x, t) = [Asu sin(kx)] sin(wt), with Asw = 2.5mm, w = 942rad/s, and k = 0.75™ rad/m. The left end of the wire is at x = 0. At what distance from the left end are the nodes and the antinodes of the standing wave? Create a sketch of this wave.
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