Two objects of mass m and 4 m are at rest at an infinite separation. They move towards each other under mutual attraction. If G is the universal gravitational constant. Then at separation r.
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a
The sum of mechanical energy of the two objects is negative
b
Their relative velocity of approach is 10Gmr1/2in magnitude
c
Then sum of kinetic energy of the objects is 4Gm2r
d
The sum of angular momenta of both the objects is zero about any point
answer is B.
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Detailed Solution
Initially potential and kinetic both energies zero and from conservation of mechanical energy total energy of the two object zeroFurther, decrease in P.E = increase in K.E. Gm4mr=12μvr2 vr=10GmrTotal K.E. = Gm4mr=4Gm2r