Q: When happens to a hockey puck when net force 5 N acts on it?

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If a net force of 5 N acts on a hockey puck, it will accelerate according to Newton's second law (F=ma), where F is the force, m is the mass of the puck, and a is the acceleration. The puck will move in the direction of the force, increasing its velocity over time as long as the force continues to act on it.

It accelerates

If a net force of 5N acts on a hockey puck, it will accelerate in the direction of that force according to Newton's second law (F=ma). The acceleration will depend on the mass of the puck – the greater the mass, the smaller the acceleration, and vice versa.

This type of problems about friction are extremely simple: You just multiply the normal force by the coefficient of friction to get the frictional force.

If you apply more force to a hockey puck, it will accelerate and move faster in the direction of that force. The puck's speed and distance traveled will increase, depending on the amount of force applied.

The force that the puck exerts on the hockey stick depends on various factors, such as the speed of the puck, the angle at which it hits the stick, and the mass of the puck. This force can be calculated using the principles of classical mechanics and is typically measured in Newtons.

what a stupid question!!

Hopefully they bury you.

No large force is needed for a hockey puck to slide across a frictionless surface. Once the puck is in motion, it will continue to move indefinitely without any additional force due to the absence of friction.

a puck

A hockey puck

THE PUCK, you play hockey to get the puck.