Uniform meter rod is balanced at 70cm mark. A weight of 20gf is suspended at 40cm mark and another 200gf is suspended at 95 cm mark. Find the weight of the meter rod
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let the weight of meter rod be x
the weight acts on the center of mass lying on 50cm
the rod is in equilibrium
the clockwise moments = anticlockwise moments
(20x40) + 50x = 200x95
50x = 19000 - 800
50x = 18200
x = 364 gf
the weight acts on the center of mass lying on 50cm
the rod is in equilibrium
the clockwise moments = anticlockwise moments
(20x40) + 50x = 200x95
50x = 19000 - 800
50x = 18200
x = 364 gf
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