A hanging mass (MA) is attached to a mass (MB) C which rests on a frictionless surface A mass (Mc) rests on top of MB as shown. The contact between MB and Mc is NOT frictionless. Assume the string is of fixed length. Neglect the masses of the string and B the pulley, and the friction of the pulley's axle. Calculate the minimum coefficient of static friction for the contact surface between Me and Mc for which Mc will move with MB if MA=3MB=5Mc. That is to say, find the minimum coefficient of static friction for which Me will not slide out from under Mc. A Upload your solution as a PDF. Follow the HW format from Canvas. Cite any sources to which you refer in MLA or APA format

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