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(a) y x (b) y x

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(a)

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University Physics with Modern Physics
University Physics with Modern Physics
Hugh D. Young 14th Edition
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Two types of planar kinematics are given in the figure. Show the degree of freedom of these kinematic pairs, the restricted movements, and the resulting reaction forces and moments by drawing figures. (a) (b) y y 3 X > X
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Transcript

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00:01 So here in this question the moment of force f about a point p is defined as m is equals to f into r into sine theta where f is the force vector r is the vector from p to the point of application of the force and theta is the angle between f and r.
00:17 Now in this problem the forces p1 and p2 are both applied at point a so the vector r is same for both forces the vector r is pointing from a to c and can be calculated as r is equals to c minus a and that is equals to 0 and 0 minus 3 and 2 and that is equals to minus 3 and minus 2...
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