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A ball thrown vertically upward has an initial potential energy of 100 J and kinetic 700 At the top trajectory its in joules is?

Hier is hoe dit probleem op te lossen:

Inzicht in de concepten

* potentiële energie (PE): Energy stored due to an object's position relative to a reference point (usually the ground).

* kinetische energie (ke): Energie bezeten door een object vanwege zijn beweging.

* Behoud van mechanische energie: In the absence of non-conservative forces (like friction or air resistance), the total mechanical energy (PE + KE) of a system remains constant.

oplossing

1. Initial Total Energy: The initial total energy of the ball is the sum of its potential and kinetic energy:

* Total Energy (Initial) =PE + KE =100 J + 700 J =800 J

2. At the Top of the Trajectory: At the very top of its trajectory, the ball momentarily stops moving. This means its kinetic energy is zero (KE =0). Since mechanical energy is conserved, the total energy at the top must still be 800 J.

3. Potential Energy at the Top: Since the ball has no kinetic energy at the top, all its total energy is now potential energy:

* Potential Energy (Top) =Total Energy (Initial) =800 J

Therefore, the ball's potential energy at the top of its trajectory is 800 J.