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What have the greatest velocity if each atom had same kinetic energy?

The answer is the atom with the smallest mass will have the greatest velocity . 이유는 다음과 같습니다.

Kinetic Energy and Velocity

* Kinetic Energy (KE): The energy an object possesses due to its motion. It's calculated by KE =(1/2)mv², where:

* m =물체의 질량

* v =물체의 속도

Relationship between Mass and Velocity

If two atoms have the same kinetic energy, the one with the smaller mass must have a higher velocity to compensate. This is because the equation for kinetic energy shows that KE is directly proportional to the square of velocity (v²) and directly proportional to mass (m).

Imagine two atoms:

* Atom A:Mass =1 unit, Velocity =10 units

* Atom B:Mass =2 units, Velocity =5 units

Both atoms have the same kinetic energy:

* KE of Atom A =(1/2) * 1 * 10² =50 units

* KE of Atom B =(1/2) * 2 * 5² =50 units

결론

Since Atom A has a smaller mass, it needs to move faster (10 units) to have the same kinetic energy as Atom B (which moves slower at 5 units).

  1. 모든 물체가 같은 속도로 지구에 떨어지는 것을 누가 증명 했습니까?
  2. 물체는 움직일 때만 관성이 있습니까?
  3. 진동은 원형 운동 예입니까?
  4. 매체가 비슷하다면 파도 에너지는 어떻게됩니까?
  5. 물체에 가해지는 모든 힘을 결합한 힘?
  6. 풍선의 작동 방식