PowerPoint Presentation Newton’s Laws of Motion



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Mirzayeva H NewtonsLaws1

What does F = ma mean?

  • Force is directly proportional to mass and acceleration. Imagine a ball of a certain mass moving at a certain acceleration. This ball has a certain force.
  • Now imagine we make the ball twice as big (double the mass) but keep the acceleration constant. F = ma says that this new ball has twice the force of the old ball.
  • Now imagine the original ball moving at twice the original acceleration. F = ma says that the ball will again have twice the force of the ball at the original acceleration.

More about F = ma

  • If you double the mass, you double the force. If you double the acceleration, you double the force.
  • What if you double the mass and the acceleration?
  • (2m)(2a) = 4F
  • Doubling the mass and the acceleration quadruples the force.
  • So . . . what if you decrease the mass by half? How much force would the object have now?

What does F = ma say?

  • F = ma basically means that the force of an object comes from its mass and its acceleration.
  • Something very massive (high mass) that’s changing speed very slowly (low acceleration), like a glacier, can still have great force.

Newton’s Third Law

  • For every action there is an equal and opposite reaction.

What does this mean?

  • For every force acting on an object, there is an equal force acting in the opposite direction. Right now, gravity is pulling you down in your seat, but Newton’s Third Law says your seat is pushing up against you with equal force. This is why you are not moving. There is a balanced force acting on you– gravity pulling down, your seat pushing up.

Think about it . . .

  • What happens if you are standing on a skateboard or a slippery floor and push against a wall? You slide in the opposite direction (away from the wall), because you pushed on the wall but the wall pushed back on you with equal and opposite force.
  • Why does it hurt so much when you stub your toe? When your toe exerts a force on a rock, the rock exerts an equal force back on your toe. The harder you hit your toe against it, the more force the rock exerts back on your toe (and the more your toe hurts).

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