A standing wave is formed on a string of a given tension, T, linear density, u, and length, L. If the tension in the string is multiplied by four (T' = 4T) while maintaining the same frequency (f = f) of the standing wave and the same linear density (u' = µ) and length of the string (L' = L), then the new number of loops, n', on this string is equal to the old number of loops, n, multiplied by a factor of: O v2 O 2 O 1/4
A standing wave is formed on a string of a given tension, T, linear density, u, and length, L. If the tension in the string is multiplied by four (T' = 4T) while maintaining the same frequency (f = f) of the standing wave and the same linear density (u' = µ) and length of the string (L' = L), then the new number of loops, n', on this string is equal to the old number of loops, n, multiplied by a factor of: O v2 O 2 O 1/4
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Transcribed Image Text:A standing wave is formed on a string of a given tension, T, linear density, u,
and length, L. If the tension in the string is multiplied by four (T' = 4T) while
maintaining the same frequency (f = f) of the standing wave and the same
linear density (u' = µ) and length of the string (L' = L), then the new number of
loops, n', on this string is equal to the old number of Iloops, n, multiplied by a
factor of:
O v2
O 1/4
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