Two ball A and B have equal masses but their velocities are V and 2V. what is the momentum of A to that of B
Answers
Answered by
3
momentum = mv
since, mass is same
So, momentum of A = m×V
and Momentum of B = m×2V
Momentum of A to that of B = (mV)/(2mV)
= 1/2
since, mass is same
So, momentum of A = m×V
and Momentum of B = m×2V
Momentum of A to that of B = (mV)/(2mV)
= 1/2
Answered by
2
Momentum ( P ) = Mass × Velocity
= MV
Since here we have 2 bodies,
Let the momentum of the first body be P₁ = M₁V₁ ----- (1)
The momentum of the second body be P₂ = M₂V₂ ----- (2)
Since the masses are same,
M₁ = M₂ = M
∴ (1) & (2) becomes,
p₁ = MV₁
&
P₂ = MV₂
And given that,
Velocity of 1st body = V
&
Velocity of 2nd body = 2V
Substituting this,
P₁ = MV
&
P₂ =M×2V
P₁/P₂ = MV/2MV
= 1/2 //
= MV
Since here we have 2 bodies,
Let the momentum of the first body be P₁ = M₁V₁ ----- (1)
The momentum of the second body be P₂ = M₂V₂ ----- (2)
Since the masses are same,
M₁ = M₂ = M
∴ (1) & (2) becomes,
p₁ = MV₁
&
P₂ = MV₂
And given that,
Velocity of 1st body = V
&
Velocity of 2nd body = 2V
Substituting this,
P₁ = MV
&
P₂ =M×2V
P₁/P₂ = MV/2MV
= 1/2 //
Similar questions