Two people are sitting on either side of a seesaw. One has mass m and is sitting x meters from the pivot point. The other has mass M. How far must they sit from the pivot in order to balance?
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A: Answer :- Yes , it is necessary because ( mass × distance from fulcrum) must be constant
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- Answer number 18A student pulls with a 270.0-N force on the outer edge of a door of width w = 1.53 m that pivots about point P as shown in the figure below. Find the magnitude of the torque applied to the door in each case, where the force is applied in a different direction as shown. (Assume o 30°.) N m T1 N m F Need Help? Read ItA board of mass 3.0Kg serves as a seesaw for two children. Child A has a mass of 40Kg and sits 2.5m from the pivot point. At what distance x should a child B of mass 25Kg sit from the pivot point so as to balance the seesaw? What is the normal force at the pivot point? Assume the board is uniform and centered over the pivot.