If two objects attached at end is their angula velocity remain same
Hii,
If two objects are attached at the ends of a rigid body (like a rod or wheel), yes, their angular velocity remains the same.
Here's why:
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Angular velocity refers to how fast something is rotating (angle per unit time), not how fast it's moving in a straight line.
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In a rigid body, all points rotate with the same angular velocity around the axis of rotation.
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Even if the two objects are at different distances from the axis, their linear (tangential) velocities will be different, but their angular velocities will be the same.
Example:
Imagine two balls attached to the ends of a rotating stick:
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The stick rotates about its center.
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Both balls complete one full circle in the same amount of time.
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So, both have the same angular velocity (say, 2π radians per second).
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But the ball farther from the center travels a longer path in the same time → it has a higher linear speed, not angular speed.
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