A point objects of mass m is kept at (a,0) along x-axis what mass should be kept at (_3a,0),so that centre of mass lies at origin
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Mass m/3 should be kept at (-3a, 0) so that the centre of mass lies at origin.
Explanation:
Given;-
Masses, = m & x(let)
Position in x ( of m ) = (a, 0)
Position in x ( of x ) = (-3a, 0)
Then, we know that;-
∵ Xcm = x₁m₁ + x₂m₂ / m₁ + m₂
Note; Xcm represents the centre of mass in x.
0 = m (a) + x( -3a ) / m + x
0 = ma - 3xa
ma = 3xa
m = 3x
x = m/3
Hence, mass of m/3 should be kept at (-3a , 0) so that the centre of mass lies at the origin.
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