In the figure below, there is no friction on the two inclined planes but there is friction between the mass ?2 and the horizontal surface with coefficient of kinetic friction ??. We will assume that the motion of the masses is going to the right. 1.) Using 1st and 2nd law of motion, show/prove that the acceleration in terms of ??, ??, ??, ??,?, ??,?? is equal to
In the figure below, there is no friction on the two inclined planes but there is friction between the mass ?2 and the horizontal surface with coefficient of kinetic friction ??. We will assume that the motion of the masses is going to the right. 1.) Using 1st and 2nd law of motion, show/prove that the acceleration in terms of ??, ??, ??, ??,?, ??,?? is equal to
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In the figure below, there is no friction on the two inclined planes but there is friction between the mass ?2 and the horizontal surface with coefficient of kinetic friction ??. We will assume that the motion of the masses is going to the right.
1.) Using 1st and 2nd law of motion, show/prove that the acceleration in terms of ??, ??, ??, ??,?, ??,?? is equal to
Transcribed Image Text:g(m3 sin 02 – m, sin 01 – Hkm2)
а
m1 + m2 + m3
m2
m3
Hk
m
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