a ball of mass 100g and another of 120g moves towards each other with speed 6m/s and 5m/s respectively. if they stick to each other after colliding , what would be the velocity of the combined mass after the collision ?
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Answered by
135
assuming the positive direction on right and negative direction on left.
m = mass of ball going right = 100 g = 0.1 kg
v = velocity of ball going right = 6 m/s
M = mass of ball going left = 120 g = 0.12 kg
V = velocity of ball going left = - 5 m/s
V' = velocity of combination after collision
using conservation of momentum
m v + M V = (m + M) V'
inserting the values
(0.1)(6) + (0.12)(- 5) = (0.1 + 0.12) V'
V' = 0 m/s
hence the combination comes to rest
Answered by
50
we know that it is a perfect inelastic collison,the velocity after colliding is
v=m1u1+m2 u2/m1+m2
here m1=100g u1=6m/s
m2=120g u2=-5m/s(since both are moving in opposite direction)
v=100(6)+120(-5)/100+120
=600-600/220
=0
v=m1u1+m2 u2/m1+m2
here m1=100g u1=6m/s
m2=120g u2=-5m/s(since both are moving in opposite direction)
v=100(6)+120(-5)/100+120
=600-600/220
=0
shyam339:
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