the velocity of an oscillating change as it moves to and from along a wire is?
Answers
Explanation:
The charge must be experiencing a force directed towards the center of oscillation. This force causes a change in velocity (acceleration).
There may be some confusion in some of the other answers about velocity and speed. Velocity is a vector and so is represented by a magnitude and a direction. The magnitude of the vector is the speed, which is a scaler (a single number). When charge is moving towards the center of oscillation, the force causes it to accelerate, and increase speed. When the charge is moving away from the center of oscillation, the force causes it to accelerate in the opposite direction, and slow down.
Answer:
Changing is the correct answer.
Explanation:
The velocity of an oscillating changes as it moves to and from along a wire is changing.
The charge must be subjected to a force directed toward the oscillation's centre. This force results in a change in velocity (acceleration).
Because velocity is a vector, it has a magnitude and a direction. The magnitude of the vector is the scaler's speed (a single number). The force causes the charge to accelerate and increase speed as it moves towards the centre of oscillation. When the charge moves away from the centre of oscillation, the force causes it to accelerate and slow down in the opposite direction.
It carries both magnitude and direction. As a result, when the direction of a particle changes, even if the magnitude (speed) remains constant, the velocity changes as a result of the direction change.
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