wo masses (M1=15.0 kg and M2=5.0 kg) are hung from a rod of uniform density (M3=5.0kg and L=4.0 m) such that the system stays in equilibrium (i.e. alpha=0 and acceleration=0) as shown in Figure 4. The distance D1=L/4=1.0 m is as drawn. Calculate the distance D2.
wo masses (M1=15.0 kg and M2=5.0 kg) are hung from a rod of uniform density (M3=5.0kg and L=4.0 m) such that the system stays in equilibrium (i.e. alpha=0 and acceleration=0) as shown in Figure 4. The distance D1=L/4=1.0 m is as drawn. Calculate the distance D2.
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Two masses (M1=15.0 kg and M2=5.0 kg) are hung from a rod of uniform density (M3=5.0kg and L=4.0 m) such that the system stays in equilibrium (i.e. alpha=0 and acceleration=0) as shown in Figure 4. The distance D1=L/4=1.0 m is as drawn.
Calculate the distance D2.
Transcribed Image Text:D1
D2
M3
M1
M2
Figure 4:
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