Show how we obtain the root of the stress over the linear density in the formula for the speed of the wave, (equation given in the image) , using this system of rope, pulley and mass, (like the one in the image), don't skip steps please. This is separate a) How would it affect using rope of different length and diameter? b) what happens when the tension or density of these strings increases or decreases)
Show how we obtain the root of the stress over the linear density in the formula for the speed of the wave, (equation given in the image) , using this system of rope, pulley and mass, (like the one in the image), don't skip steps please. This is separate a) How would it affect using rope of different length and diameter? b) what happens when the tension or density of these strings increases or decreases)
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Show how we obtain the root of the stress over the linear density in the formula for the speed of the wave, (equation given in the image) , using this system of rope, pulley and mass, (like the one in the image), don't skip steps please.
This is separate
a) How would it affect using rope of different length and diameter?
b) what happens when the tension or density of these strings increases or decreases)
Transcribed Image Text:T.
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