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{:(,"Column I",,"Column II",),((A),"Elas...

`{:(,"Column I",,"Column II",),((A),"Elastic collision",(p),KE " is conserved",),((B),"Inelastic collision",(q),KE "after collision = KE before collision" ,),((C ),"Perfectly inelastic collision",(r ),"KE after collision" != "KE before collision",),(,,(s),"particles stick after collision",),(,,(t),"Linear momentum is conserved",),(,,(u),"Relative velocity of separation after is zero",):}`

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To solve the problem of matching the types of collisions with their characteristics, we will analyze each type of collision and its corresponding properties. ### Step-by-Step Solution: 1. **Identify the Types of Collisions:** - **Elastic Collision (A)**: In this type of collision, both momentum and kinetic energy are conserved. - **Inelastic Collision (B)**: In this collision, momentum is conserved, but kinetic energy is not conserved. - **Perfectly Inelastic Collision (C)**: This is a specific type of inelastic collision where the colliding bodies stick together after the collision. Momentum is conserved, but kinetic energy is not. 2. **Match Elastic Collision (A):** - **Characteristic**: Kinetic energy is conserved. - **Match**: A → p (KE is conserved). 3. **Match Inelastic Collision (B):** - **Characteristic**: Kinetic energy after collision is not equal to kinetic energy before collision. - **Match**: B → r (KE after collision ≠ KE before collision). 4. **Match Perfectly Inelastic Collision (C):** - **Characteristic**: The particles stick together after the collision. - **Match**: C → s (particles stick after collision). 5. **Additional Characteristics:** - For all types of collisions, linear momentum is conserved (t). - In perfectly inelastic collisions, the relative velocity of separation after the collision is zero (u). ### Final Matches: - A → p (Elastic Collision: KE is conserved) - B → r (Inelastic Collision: KE after collision ≠ KE before collision) - C → s (Perfectly Inelastic Collision: particles stick after collision) ### Summary of Matches: - A (Elastic collision) → p (KE is conserved) - B (Inelastic collision) → r (KE after collision ≠ KE before collision) - C (Perfectly inelastic collision) → s (particles stick after collision)
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ALLEN-CENTRE OF MASS-EXERCISE-III
  1. Ratio of amplitude for two wave is 11:4 .Find the ratio of maximum amp...

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  2. If net force on a system of particles is zero, then match the followin...

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  3. {:(,"Column I",,"Column II",),((A),"Elastic collision",(p),KE " is con...

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  4. Assertion: In case of bullet fired from gun, the ratio of kinetic ener...

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  5. Statement -1 : When a girl jumbs from a boat, the boat slightly moves ...

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  6. Statement I: In a two-body collision, the momenta of the particles are...

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  7. Statement-1 : The centre of mass and centre of gravity of a body are t...

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  8. Statement-1 : A particle of mass m strikes a smooth wedge of mass M as...

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  9. Statement-1 : The coefficient of restitution is less than one for all ...

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  10. Statement I: No external force acts on a system of two spheres which u...

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  11. Statement I: If a sphere of mass mmoving with speed u undergoes a perf...

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  12. Statement I: If a ball projected up obliquely from the ground breaks u...

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  13. A small block of mass m=1 kg is placed over a wedge of mass M=4 kg as ...

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  14. A small block of mass m=1 kg is placed over a wedge of mass M=4 kg as ...

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  15. Ratio of amplitude for two wave is 11:4.Find the ratio of intensity?

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  16. A small block of mass m=1 kg is placed over a wedge of mass M=4 kg as ...

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  17. Two bodies collide as shown in figure. During collision they exert imp...

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  18. Two bodies collide as shown in figure. During collision they exert imp...

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  19. Choose the correct answer: A ball collides at B with velocity 10m//s ...

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  20. A car has total mass 50 kg. Gases are ejected from this car backwards ...

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