A stone of mass m tied to a string of length L is rotated in a corcle within the other end of the string breaks, where will the stone moves?
Answers
Answer:
A stone of mass 'm' tied to a string of length 'l' is rotated in a circle with the other end of the string as the center. The speed of the stone is 'v'. If the string breaks, the stone will move along a tangent, this is because in case of the circular motion, the direction of the velocity at every instant is along the tangent but the object is balanced in circular path due to centripetal force and as soon as this force disappears the particles will leave the circle.
When it leaves, the Direction of the velocity will obviously will be along the tangent as its instantaneous velocity was in the direction of tangent.
THE STONE WILL MOVE ALONG THE TANGENT
Explanation:
Answer:
A stone of mass 'm' tied to a string of length 'l' is rotated in a circle with the other end of the string as the center. The speed of the stone is 'v'. If the string breaks, the stone will move along a tangent, this is because in case of the circular motion, the direction of the velocity at every instant is along the tangent but the object is balanced in circular path due to centripetal force and as soon as this force disappears the particles will leave the circle.
When it leaves, the Direction of the velocity will obviously will be along the tangent as its instantaneous velocity was in the direction of tangent.
hopes it is okk