Question

2.
2
How much is x
How much does a? - 3ab + 2b2 exceed 2a? - 7ab +962
2xy ?
1231 3y2 -​

Answer 1

Given

Two objects of masses 100g and 200g are moving along the same direction with velocities of 2m/s and 1m/s.

After collision first object moves at a velocity of 1.67 m/s.

To Find :

Velocity of second object after collision.

Solution :

❒ Since no net force acts on the system, linear momentum of whole system is conserved.

We know that momentum is measured as the product of mass and velocity.

It is a vector quantity having both magnitude as well as direction..

SI unit : N s

★ Initial momentum of system :

➛ m₁u₁ + m₂u₂

➛ (100)(2) + (200)(1)

➛ 200 + 200

➛ 400 N s

★ Final momentum of system :

➛ m₁v₁ + m₂v₂

➛ (100)(1.67) + 200v₂

➛ 167 + 200v₂

Initial momentum of system is equal to the final momentum of system.

➠ 400 = 167 + 200v₂

➠ 200v₂ = 400 - 167

➠ 200v₂ = 233

➠ v₂ = 233/200

➠ v₂ = 1.16 m/s