a stone is tied with a light string and rotated in horizontal circle with constant speed if the thread is released at certain point of time then describe the path traced by the stone just after release
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Answer:
The stone will fly across the place tangent to the circle in which it was rotated when it was in circular motion with the string.
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Answer:
The path traced by the stone is a straight line tangent to the circular motion on the x-axis, in the y-axis, it will follow projectile motion where an object is released with a horizontal velocity.
Explanation:
- After releasing the string, the centripetal acceleration will zero out, making it impossible for the stone's direction of motion to alter, causing it to fly tangentially outwards.
- A force that causes a body to follow a curved path is known as a centripetal force.
- It always moves in a direction that is the opposite of the body's velocity and in the direction of the immediate centre of curvature of the path.
The stone moves in a direction tangential to the circle in which it was being rotated.
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