Is tension force equivalent to applied force?
So let's say there is a tension force of 360N acting on a 30kg object on a flat surface with no friction. Acceleration can be calculated using the newton's second law F=ma such that 360N=30kg(a) a=12/s^2
@IrishBoy123
if the object is being pulled by a rope, then the force on the object and the tension in the rope are one and the same, yes with our usual assumption that the rope is massless
The rope is indeed not very massless but I hope physicists are smart enough to account for everything elseXD
we assume the rope is massless so the problem will be easier
Question: Where is gravity?
i forget why it is easier to assume rope is massless
flat surface and frictionless
The problem indicates to tension and friction, but gravity is there still.
ah, yes, but it is acting orthogonal to motion so indeed you would have R = mg in the up down direction equalling zero
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if the rope is not massless then the tension is greater the further away from the block you are pulling because that part of the rope is pulling the block and the rest of the rope in addition you will have a force downwards on the rope - gravity
Because no friction, so that the box moves with constant velocity and total force is as shown.
Actually, I don't know, hehehe... I forgot all of my physics knowledge. @IrishBoy123 rely on you. :)
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