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If the ball hurts the stick and bounces behind the back, what will happen to the stick? If you said that the stick will come back to the right, you are right. We can think of it as a confrontation. When the two objects collide, they apply strength to each other. And towards Newton, the force is equal and on the contrary, the total speed of the force-bat system is constant. We define the speed as a product of an object’s mass and velocity.
Since the ball comes back, the only way to save the speed is to restore the stick. (I know, my setup for this thought test will make a nice dug the visitor’s sport, but stay with me – it will help you understand what happens in our sweet spot).
OK, bring the stick and bring it back to the beginning. The ball has been launched again towards the stick. However, this time it is aimed at the end instead of the middle. Liked it:
The stick still comes back to the right, but now it is also Rotate About the center, isn’t it? Why is this? Okay, the speed is still stored, but now there is one more reserved amount – the corner speed. The angular speed works with rotation speed instead of linar motion, except for a very simple old speed.
Although the linar speed depends on the mass and velocity of the object, the angular speed is equal to the product of the object’s angular velocity and the moment of its intimacy. The moment of attachment is similar to the rotation mass – it is not just the mass of the object but depending on how that mass is distributed. Thus, after the stick returns from the effect of the ball, it is clearly the angular speed because of its rotation.
But what will happen before the conflict? The stick is not rotating and does not have angular speed, so to preserve angular speed then Force Must have angular speed. Yes, if no mass is rotated, there may be angular speed. (It is one of those moments when physics is simply strange)) the angular speed of the ball depends on its linar speed And Where it hit the stick.