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6. A block of mass M hangs from a uniform rope of length L and mass...
Problem 1 [8 pts] A uniform string of mass m and length L hangs vertically from...
Problem 1 [8 pts] A uniform string of mass m and length L hangs vertically from the ceiling. (a) Find the tension in the rope as a function of distance from the lower end, and therefore determine the speed of a wave pulse as a function of position. (b) Solve by integration 2 = v(y) to determine the time it takes a wave pulse to travel the full length of the string.
Consider a thin rope of mass m and length that hangs vertically from a fixed point...
Consider a thin rope of mass m and length that hangs vertically from a fixed point at the top. Let the position of the lower end be and the top be . Because the rope is massive the tension will vary as a function of y. Show that the wave speed for this rope is and the time required for a wave to travel the whole rope is . We were unable to transcribe this imagey=0 We were unable to...
Page PROBLEM 3 (10 POINTS) A uniform rope of mass m and length L is attached...
Page PROBLEM 3 (10 POINTS) A uniform rope of mass m and length L is attached to shaft that is rotating at constant angular velocity o. Find the tension in the rope as a function of distance from the shaft. You may ignore the effect of gravitation.
i need a clarify answer and well expressed Consider a thin rope of mass m and...
i need a clarify answer and well expressed
Consider a thin rope of mass m and length L that hangs vertically from a fixed point at the top. Let the position of the lower end be y = 0 and the top be y = L. Because the rope is massive the tension will vary as a function of y. Show that the wave speed for this rope is v-vgy and the time required for a wave to travel the...
A heavy rope with length L and mass M is attached to the ceiling and is...
A heavy rope with length L and mass M is attached to the ceiling and is allowed to hang freely. (a) Find an expression for the tension in the rope at a point a distance y from the bottom, and use this to show that the speed of transverse waves on the rope is independent of its mass and length but does depend on the distance y according to the equation ?=??. (b) If L = 3.0 m and the...
A rope of total mass m and length L is suspended vertically with an object of...
A rope of total mass m and length L is suspended vertically with an object of mass M suspended from the lower end. Find an expression for the wave speed at any point a distance x from the lower end, and calculate the time needed for the transverse pulse to travel the length of the rope. The rope has a length of 39.2 m and a mass of 1.00 kg. Suspended object has a mass of 8.00 kg.
In the figure, a block of mass M hangs at rest. The rope that is fastened...
In the figure, a block of mass M hangs at rest. The rope that is fastened to the wall is horizontal and has a tension of 52 N. The rope that is fastened to the ceiling has a tension of 91 N and makes an angle with the ceiling. Select all correct answers. -////////////////// o ܚܶܠܠܠܠܠܠܠܠܠܠܠܠܠ The angle o is 45° The angle o is 65º. The angle 8 is 55° The angle o is 35º. Submit Request Answer O...
In the figure, a block of mass M hangs at rest. The rope that is fastened...
In the figure, a block of mass M hangs at rest. The rope that is fastened to the wall is horizontal and has a tension of 39 N The rope that is fastened to the ceiling has a tension of 61 N, and makes an angle e with the ceiling. What is the angle e?
A 3.8-m-long rope of mass 1.2 kg hangs from a ceiling. part A:What is the wave...
A 3.8-m-long rope of mass 1.2 kg hangs from a ceiling. part A:What is the wave speed in the rope at the bottom end? Part B:What is the tension in the rope at the top end, where it is attached to the ceiling? Part C:What is the wave speed in the rope at the top end? Part D:It can be shown that the average wave speed in the rope is 1/2 sqrt(gL), where L is the length of the rope....
A mass m = 4 kg hangs on the end of a massless rope L =...
A mass m = 4 kg hangs on the end of a massless rope L = 1.91 m
long. The pendulum is held horizontal and released from rest.
1)
How fast is the mass moving at the bottom of its path?
m/s
2)
What is the magnitude of the tension in the string at the bottom
of the path?
N
3)
If the maximum tension the string can take without breaking is
Tmax = 337 N, what is the maximum...
Problem 1 [8 pts] A uniform string of mass m and length L hangs vertically from the ceiling. (a) Find the tension in the rope as a function of distance from the lower end, and therefore determine the speed of a wave pulse as a function of position. (b) Solve by integration 2 = v(y) to determine the time it takes a wave pulse to travel the full length of the string.
Page PROBLEM 3 (10 POINTS) A uniform rope of mass m and length L is attached to shaft that is rotating at constant angular velocity o. Find the tension in the rope as a function of distance from the shaft. You may ignore the effect of gravitation.
i need a clarify answer and well expressed
Consider a thin rope of mass m and length L that hangs vertically from a fixed point at the top. Let the position of the lower end be y = 0 and the top be y = L. Because the rope is massive the tension will vary as a function of y. Show that the wave speed for this rope is v-vgy and the time required for a wave to travel the...
In the figure, a block of mass M hangs at rest. The rope that is fastened to the wall is horizontal and has a tension of 52 N. The rope that is fastened to the ceiling has a tension of 91 N and makes an angle with the ceiling. Select all correct answers. -////////////////// o ܚܶܠܠܠܠܠܠܠܠܠܠܠܠܠ The angle o is 45° The angle o is 65º. The angle 8 is 55° The angle o is 35º. Submit Request Answer O...
In the figure, a block of mass M hangs at rest. The rope that is fastened to the wall is horizontal and has a tension of 39 N The rope that is fastened to the ceiling has a tension of 61 N, and makes an angle e with the ceiling. What is the angle e?
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