Question

A pulley system is attached securely to the corner of a ceiling and connects to masses Miand M3 as shown. Under M3 sits another mass, M2. Mass M1 rests on a 65 incline, while masses M2 and M3 are on a 23 incline. The coefficient of kinetic friction between the masses and the inclines is Luk 0.10, while the coefficient of static friction between M2 and M3 is Hus 0.90. If M2 1.20 kg and M3-1.50 kg, what is the maximum mass for M1 such that M3 does not slip off of M2 as M3 is pulled (accelerated) up the incline? (hint: start by figuring out what maximum acceleration M2 can sustain without slipping.) Ceiling 65 23

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LAK ng 四2-23 rn Co 10,65 mshould nok Slipon nmト5xoan 23Siw 31 60 1.5メ10 Sin碼-(0.9 x 12 T

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