Draw a free-body-diagram and the corresponding sum of torques and sum of forces

Question

Draw a free-body-diagram and the corresponding sum of torques and sum of forces equation for the torque due to two known forces. Theoretically determine the value of the position of m2 needed to achieve rotational equilibrium. Remember the masses of the clamps, approximately, .03kg each, must be taken into consideration. Theoretically determine an algebraic expression for the normal force Fn at the fulcrum that the stand must exert to keep the stick in translational equilibrium. X1=0.100kg M1=0.130kg(total mass plus mass of clamp) X2=0.200kg M2=0.230kg(total mass plus mass of clamp)

Explanation / Answer

pls post the figure....

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