system in which the string lies along the x-axis, with one end at x = 0 and the other at x = 7.60 m. (a) Determine the positions (x-values) of the nodes and antinodes when the string is exhibiting the third harmonic. (Enter your answers, in m, from smallest to largest.) 1st nodex= m 1st antinode x= m 2nd node x= m

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Chapter1: Units, Trigonometry. And Vectors
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A 34.0-gram, 7.60-meter string is subject to a tension force of 55.0 N, with both ends fixed. Adopt a coordinate system in which the string lies along the x-axis, with one end at
x = 0
and the other at x = 7.60 m.
(a)
Determine the positions (x-values) of the nodes and antinodes when the string is exhibiting the third harmonic. (Enter your answers, in m, from smallest to largest.)
1st nodex= m
1st antinode x= m
2nd node x= m
2nd antinode x= m
3rd node x= m
3rd antinode x= m
4th node x= m
(b)At what frequency (in Hz) does this third harmonic vibrate?
Hz
Expert Solution
Step 1 To determine,

The positions (x-values) of the nodes and antinodes when the string is exhibiting the third harmonic.given,a1 st node b1st antinode c2nd antinodegiven,mass of string(m)=34.0 g=34.0×10-3 kgTension(T)=55.0 Nlength of stringL=7.60 m

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