5. There are two masses with unequal weight. The masses are tied by a rope and they are connected over two pulleys as shown in Figure 1. When the system is released, heavier mass accelerates downward and lighter accelerates upward. Assume frictionless pulleys, find the theoretical tension of the thread and the theoretical acceleration. Masses are M1= 6.00 kg and M2= 2.00 kg. Two discs are allowed to move on inclined air table with dimensions a= 11cm, b=17cm, c=60cm. (Hint: You can use free body

Elements Of Electromagnetics
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5. There are two masses with unequal weight. The masses are tied by a rope
and they are connected over two pulleys as shown in Figure 1. When the
system is released, heavier mass accelerates downward and lighter
accelerates upward. Assume frictionless pulleys, find the theoretical
tension of the thread and the theoretical acceleration. Masses are M1=
6.00 kg and M2= 2.00 kg. Two discs are allowed to move on inclined air
table with dimensions a= 11cm, b=17cm, c=60cm. (Hint: You can use free
body
diagram
and
M1
b
Newton'
W.B.
M2
s second
law
of
a
motion
equation (F=m.a) to solve tension, g=980cm/s?.)
Transcribed Image Text:5. There are two masses with unequal weight. The masses are tied by a rope and they are connected over two pulleys as shown in Figure 1. When the system is released, heavier mass accelerates downward and lighter accelerates upward. Assume frictionless pulleys, find the theoretical tension of the thread and the theoretical acceleration. Masses are M1= 6.00 kg and M2= 2.00 kg. Two discs are allowed to move on inclined air table with dimensions a= 11cm, b=17cm, c=60cm. (Hint: You can use free body diagram and M1 b Newton' W.B. M2 s second law of a motion equation (F=m.a) to solve tension, g=980cm/s?.)
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