Question

In today's experiment you will use three pans, three pulleys and three chords attached to the central ring, set according to the table below. Supplementary weights with masses m1 and m2 are carefully added until the ring rests in the center of the table. chord 1 | chord 2 | chord 3 angle of chord (degrees): 30 | 300 | 180 extra mass on pan (g): m1 | m2 | 50 Calculate the tension on T3 in chord 3 = _ N (Don't forget to add the mass of the pan itself!) Draw a free body diagram showing the forces that act on the ring. Write the x- and y-components equilibrium equations. In this equations, T1 and T2 tensions in chords 1 and 2, respectively, are unknown. Solve the equilibrium equations to find the tensions T1 and T2. T1 = _ N T2 = _ N Find the extra masses m1 and m2 that need to be added to pans 1 and 2 such that to create tensions T1 and T2. m1 = _ g m2 = ___ g

          In today's experiment you will use three pans, three pulleys and three chords attached to the central ring, set according to the table below. Supplementary weights with masses m1 and m2 are carefully added until the ring rests in the center of the table.

chord 1 | chord 2 | chord 3
angle of chord (degrees): 30 | 300 | 180
extra mass on pan (g): m1 | m2 | 50

Calculate the tension on T3 in chord 3 = ___ N (Don't forget to add the mass of the pan itself!)
Draw a free body diagram showing the forces that act on the ring.
Write the x- and y-components equilibrium equations. In this equations, T1 and T2 tensions in chords 1 and 2, respectively, are unknown.
Solve the equilibrium equations to find the tensions T1 and T2.
T1 = ___ N
T2 = ___ N
Find the extra masses m1 and m2 that need to be added to pans 1 and 2 such that to create tensions T1 and T2.
m1 = ___ g
m2 = ___ g

In today's experiment you will use three pans, three pulleys and three chords attached to the central ring, set according to the table below. Supplementary weights with masses m1 and m2 are carefully added until the ring rests in the center of the table.

chord 1 | chord 2 | chord 3
angle of chord (degrees): 30 | 300 | 180
extra mass on pan (g): m1 | m2 | 50

Calculate the tension on T3 in chord 3 = N (Don't forget to add the mass of the pan itself!)
Draw a free body diagram showing the forces that act on the ring.
Write the x- and y-components equilibrium equations. In this equations, T1 and T2 tensions in chords 1 and 2, respectively, are unknown.
Solve the equilibrium equations to find the tensions T1 and T2.
T1 = N
T2 = N
Find the extra masses m1 and m2 that need to be added to pans 1 and 2 such that to create tensions T1 and T2.
m1 = g
m2 = g

Added by Julio F.

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