Please use the equations provided to solve. -A jumping rope with a certain mass and length it’s placed under tension on a sounding board. The distance between the two frets of the sounding board is also known. The string is plucked and the sound pulse it’s sent through a frequency analyzer. Two consecutive harmonics are identified. Under these conditions, what it’s the tension in the wire? Mass: 1.19g Length: 1.26 m Fret distance: 1.21m Two harmonics: 200 and 240 Hz

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Chapter1: Units, Trigonometry. And Vectors
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Please use the equations provided to solve. -A jumping rope with a certain mass and length it’s placed under tension on a sounding board. The distance between the two frets of the sounding board is also known. The string is plucked and the sound pulse it’s sent through a frequency analyzer. Two consecutive harmonics are identified. Under these conditions, what it’s the tension in the wire? Mass: 1.19g Length: 1.26 m Fret distance: 1.21m Two harmonics: 200 and 240 Hz
Vibrational motion: T
Wave equation: V
-
-
fx
Standing waves: fn = n fo;
}; w=2πf
Wave speed on a string: V =
Travelling wave: Y(x, t)
=
An
=
2L
n
I; μ =
A sin(kx
mass
Tength
-
wt)
Transcribed Image Text:Vibrational motion: T Wave equation: V - - fx Standing waves: fn = n fo; }; w=2πf Wave speed on a string: V = Travelling wave: Y(x, t) = An = 2L n I; μ = A sin(kx mass Tength - wt)
Expert Solution
Step 1

Given:- 

Mass m =  1.19g

Length L = 1.26 m

Fret distance is  l = 1.21m

Two harmonics frequency f1 =  200 and f2 =  240 Hz

Find:-

The Tension in the wire ?  

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