Understanding Forces on a Frictionless Inclined Plane - Explained

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In a discussion about a block on a frictionless inclined plane being pushed upward at constant velocity, participants clarify that the forces acting on the block include the normal force and gravitational force. Since the block moves at constant speed, there is no net force acting on it, indicating that the upward force from the hand balances the downward gravitational force. The key point is that constant velocity implies no acceleration, leading to a net force of zero. This reinforces the understanding that all forces must be in equilibrium for the block to maintain its motion. The conversation emphasizes the importance of recognizing how forces interact in a frictionless environment.
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We have a block on a frictionless inclined plain. Someone's hand is pushing the block up with constant velocity. So, the forces acting on the block are the normal force, gravitational force...and is that it? I mean the block is moving at constant speed upward so why should that be a force. I think I am wrong here...but why?
 
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student85 said:
We have a block on a frictionless inclined plain. Someone's hand is pushing the block up with constant velocity. So, the forces acting on the block are the normal force, gravitational force...and is that it?
Yes that's it
 
The block is moving at constant speed. That means no acceleration. No acceleration ==> no force. But as you said, there is gravity and a normal force acting on the block. So it must be that the hand pushing the block exerts a force such that it counter-balances the other 2 and makes the net force 0.
 
quasar987 said:
The block is moving at constant speed. That means no acceleration. No acceleration ==> no force.
no *net* force, of course, like you say at the end :)
 
xAxis said:
Yes that's it

Sorry, my mistake. Of course Quasar is right
 
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