Mstring = 1.62x10-3kg Mass Added to Pan: Madded = 0.1kg Length of String: L = 0.9m %3D %3D Tension on String: T (Mpan+ MAdded)g Mpan = 16.5x103kg Linear Mass Density of String: %3D p = 1.8x10kg.m1 Wavelength [A] (m) Oscillator Tension on String [T] Harmonic Theoretical Frequency (N) Number [n] Frequency [f] (Hz) [f] (Hz) fn = n/2L(T/p)/2 1.8 (2L) 13 1.143 1 ? Results of measurements of resonant frequencies for a vibrating string under tension.

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Chapter1: Units, Trigonometry. And Vectors
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.From the data below calculate the frequency of the first harmonic for the string parameters given. Enter the value and the unit of Hz

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Mstring = 1.62x10-³kg
Mass Added to Pan: Madded = 0.1kg
Length of String: L = 0.9m
%3D
%3D
Mpan = 16.5x10³kg
Tension on String: T = (Mpan+
Linear Mass Density of String:
Madded)g
p = 1.8x10kg.m1
Wavelength [A] (m) Oscillator
Tension on String [T]
Harmonic
Theoretical
Frequency
(N)
Number [n]
Frequency [f] (Hz)
[f] (Hz)
fn = n/2L(T/p)2
1.8 (2L)
13
1.143
1
?
Results of measurements of resonant frequencies for a vibrating string under tension.
Transcribed Image Text:Mstring = 1.62x10-³kg Mass Added to Pan: Madded = 0.1kg Length of String: L = 0.9m %3D %3D Mpan = 16.5x10³kg Tension on String: T = (Mpan+ Linear Mass Density of String: Madded)g p = 1.8x10kg.m1 Wavelength [A] (m) Oscillator Tension on String [T] Harmonic Theoretical Frequency (N) Number [n] Frequency [f] (Hz) [f] (Hz) fn = n/2L(T/p)2 1.8 (2L) 13 1.143 1 ? Results of measurements of resonant frequencies for a vibrating string under tension.
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