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A particle of mass m moving with speed v...

A particle of mass m moving with speed v in position x - direction collides perfectly inelastically with another identical particle moving with same speed in positive y - direction . Find final velocity of the combination.

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To solve the problem of finding the final velocity of two identical particles colliding perfectly inelastically, we can follow these steps: ### Step 1: Understand the Initial Conditions We have two particles, each with mass \( m \): - Particle 1 is moving in the positive x-direction with speed \( v \). - Particle 2 is moving in the positive y-direction with speed \( v \). ### Step 2: Write the Initial Momentum ...
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AAKASH INSTITUTE-WORK, ENERGY AND POWER-Assignment (SECTION - D)
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  3. A : The change in kinetic energy of a particle is equal to the work do...

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  4. A : Internal forces can change the kinetic energy but not the momentum...

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  5. A : The potential energy can be defined only in conservative field. ...

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  6. A : When a body moves in a circle the work done by the centripetal for...

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  7. A : If net force acting-on a system is zero, then work done on the sys...

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  8. A : During collision between two objects, the momentum of colliding ob...

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  9. A : The potential energy of a system increases when work is done by co...

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  10. A : In inelastic collision, a part of kinetic energy. convert into hea...

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  11. A : Energy dissipated against friction depends on the path followed. ...

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  12. A : Work done by the frictional force can’t be positive. R : Fricti...

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  13. A : Impulse generated on one body by another body in a perfectly elas...

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  14. A : Power of the gravitational force on the body in a projectile motio...

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  15. A : Power delivered by the tension in the wire to a body in vertical c...

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  16. A : When a man is walking on a rough road, that work done by frictiona...

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