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.
If a puck is placed on the ice so that it isn't moving it will stay where it is placed. That's inertia.If a player whacks the puck straight for the net and no other player gets in the way then the puck will go into the net. The only thing that could slow the puck would be the tiny friction between the ice and the puck but that doesn't amount to much. The air turbulence around a puck must have a slight effect too. But the overall straight line trajectory of the puck is inertia too.In ordinary life, things 'at rest stay at rest' and things that are moving move in straight lines unless additional forces act on those things.
The main force acting on a frictionless air puck moving in a straight line across a table is inertia, which keeps the puck in motion. Additionally, there may be forces like gravity and normal force acting on the puck, but these forces do not affect its horizontal motion since the table is assumed to be horizontal.
The third force would need to act in the opposite direction to the resultant of the two initial forces in order to achieve equilibrium for the puck. This can be calculated by finding the vector sum of the two forces acting on the puck.
In the absence of friction, the only force acting on the air puck would be the force that initially propelled it to move across the table. Once the puck is set in motion, no external forces are needed to keep it moving at a constant speed in a straight line according to Newton's first law of motion.
If the gravitational force is less than the buoyant force, the drag force will act in the opposite direction of the gravitational force.
It accelerates
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.
If a puck is placed on the ice so that it isn't moving it will stay where it is placed. That's inertia.If a player whacks the puck straight for the net and no other player gets in the way then the puck will go into the net. The only thing that could slow the puck would be the tiny friction between the ice and the puck but that doesn't amount to much. The air turbulence around a puck must have a slight effect too. But the overall straight line trajectory of the puck is inertia too.In ordinary life, things 'at rest stay at rest' and things that are moving move in straight lines unless additional forces act on those things.
You get your act together, stop bending/dusting, get rid of your terrible goalie, and put the puck in the net.
The main force acting on a frictionless air puck moving in a straight line across a table is inertia, which keeps the puck in motion. Additionally, there may be forces like gravity and normal force acting on the puck, but these forces do not affect its horizontal motion since the table is assumed to be horizontal.
The third force would need to act in the opposite direction to the resultant of the two initial forces in order to achieve equilibrium for the puck. This can be calculated by finding the vector sum of the two forces acting on the puck.
Then the objects will move in the direction of the resultant force.
In the absence of friction, the only force acting on the air puck would be the force that initially propelled it to move across the table. Once the puck is set in motion, no external forces are needed to keep it moving at a constant speed in a straight line according to Newton's first law of motion.
I think Puck can be Rupert Grint, but he is too old to act an eleven year old boy.
The character Puck appeared in Shakespeare's play A Midsummer Night's Dream. Puck is also known as Robin Goodfellow, and first appears in Act 2 Scene 1.
The line "Lord, what fools these mortals be!" is spoken by Puck in William Shakespeare's play "A Midsummer Night's Dream." Puck says this in Act 3, Scene 2.
Puck accomplishes Oberon's plan at the end of Act 3, Scene 2 by applying the love potion to Lysander's eyes so that when he wakes up, he will see Hermia and be in love with her again. Puck promises Oberon that by the time dawn breaks, everything will be set right and the love spell will no longer affect the wrong people.