A ball is thrown with a velocity 2m/s (relative to ground) on a belt which is moving with velocity 4m/s in the oppposite direction. If the block stops slipping after 4seconds , what is displacement of ball in 4 seconds with respect to the belt?
@theEric difficult one..
This is tricky, I'm not sure why yet. Is the "block" the ball?
that 'block'.....??!! i did not understand yet...it should be ball... okay lets solve it together...@theEric
Haha, sounds good. We seem to make a good team! So, are we going to say it's just a ball, the whole time? I'd prefer block the whole time, haha, but @bolan_abhi isn't around to tell us. There is no mention of kinetic friction, but it says, "slipping."
But it stops slipping after four seconds, meaning static friction took effect there. If this is a ball, it would roll, wouldn't it?
after 4 sec it would roll perfectly...
The friction force would cause it to spin... I can't really comprehend all the principles taking place in this one. The friction force causes a change in the angular momentum. The ball would be assumed a sphere.. While the ball slid, it still rotated, but not at the speed of the belt (like it would after four seconds).
I don't know how the balls linear momentum would be affected, making this problem very difficult.
i read it as: the belt stops moving after 4 seconds
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