Question

The vector sum of all the external forces acting on a rigid body is expressed as F\sum F and the vector sum of moments of the external forces about a point is given as M\sum M. The rigid body is in equilibrium if

MCQ

FM=0\sum F - \sum M = 0

F+M=0\sum F + \sum M = 0

F=0\sum F = 0 and M=0\sum M = 0

F0\sum F \neq 0 and M0\sum M \neq 0

Solutions
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