The type of rubber band used inside some baseballs and golf balls obeys Hooke's law over a wide range of elongation of the band. A segment of this material has an unstretched length l = 1.50 m and a mass m = 5.6 g. When a force F = 17 N is applied, the band stretches an additional length Δl = 0.51 m. (a) What is the speed of transverse waves on this stretched rubber band? (b) Find the time required for a transverse pulse to travel the length of the rubber band.

asked by nadre

14 years ago

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v=radical(F/m)
m=M/(l+delta (l))

t=l+delta l/ v

answered by Bashr

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Question

The type of rubber band used inside some baseballs and golf balls obeys Hooke's law over a wide range of elongation of the band. A segment of this material has an unstretched length l = 1.50 m and a mass m = 5.6 g. When a force F = 17 N is applied, the band stretches an additional length Δl = 0.51 m. (a) What is the speed of transverse waves on this stretched rubber band? (b) Find the time required for a transverse pulse to travel the length of the rubber band.

1 answer

v=radical(F/m)
m=M/(l+delta (l))

t=l+delta l/ v

Ask a New Question or answer this question.

Bashr · Answer

v=radical(F/m) m=M/(l+delta (l)) t=l+delta l/ v