3. Two blocks of masses M = 3 kg and m = 2kg are oriented as shown in the diagram. The block M moves on a surface with a coefficient of kinetic friction uk = the coefficient of static friction between the two blocks M and m is Hs = 0.56. Our motivation is to find the minimum applied force Fmin Ssuch that block m remains stationary relative to block M. 0.25, and
3. Two blocks of masses M = 3 kg and m = 2kg are oriented as shown in the diagram. The block M moves on a surface with a coefficient of kinetic friction uk = the coefficient of static friction between the two blocks M and m is Hs = 0.56. Our motivation is to find the minimum applied force Fmin Ssuch that block m remains stationary relative to block M. 0.25, and
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Transcribed Image Text:3. Two blocks of masses M = 3 kg and m = 2kg are oriented as shown in the diagram.
The block M moves on a surface with a coefficient of kinetic friction µk = 0.25, and
the coefficient of static friction between the two blocks M and m is µs = 0.56. Our
motivation is to find the minimum applied force Fmin Such that block m remains
stationary relative to block M.
F
m
M
Mk
Figure 1
(a) Draw the free-body diagrams for each block.
(b) Find the value of the acceleration of the small block m such that block m
remains stationary relative to block M.
(c) Find the minimum force Fmin which must be applied to block M such that
block m remains stationary relative to block M?
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