Force Unit Part 3: Newton’s Third Law. Objectives  Be able to explain Newton’s third law in your own words and give examples  Be able to show that all.

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Presentation transcript:

Force Unit Part 3: Newton’s Third Law

Objectives  Be able to explain Newton’s third law in your own words and give examples  Be able to show that all forces come in pairs  Be able to recognize that all moving objects have momentum

The Effect of Force  When you kick a football, you can see the effect of the force exerted by your foot on the ball.  The ball experiences a change in motion  But is this the only force present?

Action and Reaction Forces  In the previous example, the force exerted on the ball by your foot is called the action force  The force exerted on your foot by the ball is called the reaction force  Action and reaction forces are applied to different objects and these forces are ______ and _______________

Action & Reaction Forces

Newton’s Third Law of Motion  Is all about action and reaction forces  It states that for every action force, there is an _______ and ________ reaction force  Forces always occur in pairs  Force pairs do not act on the same object

Identify the Action & the Reaction Forces

Action-Reaction pairs  Equal forces don’t always have equal effects  If you drop a ball, the force of gravity pulls the ball toward Earth. This force is the action force exerted by Earth on the ball This force is the action force exerted by Earth on the ball  But the force of gravity also pulls Earth toward the ball. That force is the reaction force exerted by the ball on Earth That force is the reaction force exerted by the ball on Earth  Why don’t you notice the effect of the reaction force— the Earth being pulled upward?

Questions 1.Consider a horse and a cart. The horse pulls on the cart, and the cart pulls back on the horse. The two forces are equal and opposite, so why does the cart move at all?

Questions 2.How, then, can a rocket move through space if there is nothing for it to push against?

Momentum  Is a property of moving objects  It is equal to the product of the mass and the velocity of an object  The SI unit is kilograms times meters per second (kg m/s)  It has direction and magnitude  An object’s momentum is in the same direction as its velocity

Momentum Equation  The more mass an object has the ___________ its momentum is  The _____________ an object is moving, the greater its momentum  If an object is NOT moving, then the momentum is equal to ______________

Practice Problems  Calculate the momentum of the following objects.  a. a 75 kg speed skater moving forward at 16 m/s  b. a 135 kg ostrich running north at 16.2 m/s  c. a 5.0 kg baby on a train moving eastward at 72 m/s  d. a seated 48.5 kg passenger on a train that is stopped

Force & Momentum  Force is a ________________________  Extending the time for a change of momentum lessens the _________________  For example: If you pull your glove back while you are catching the ball, you are extending the time for changing the ball’s momentum If you pull your glove back while you are catching the ball, you are extending the time for changing the ball’s momentum Extending the time causes the ball to put less force on your hand. Extending the time causes the ball to put less force on your hand. As a result, the sting to your hand is reduced. As a result, the sting to your hand is reduced.

Momentum & Collisions  Momentum is_________ in collisions  It is neither lost nor gains  It can only be _________while the total momentum remains the same  The objects in a collision will continue in the direction that originally had the greater momentum

Momentum Collision Example A. The cue ball is moving forward with momentum. The billiard ball’s momentum is zero. B. When the cue ball hits the billiard ball, the action force makes the billiard ball move forward. The reaction force stops the cue ball. C. Because the cue ball’s momentum was transferred to the billiard ball, the cue ball’s momentum after the collision is zero.

Rocket Propulsion  Is explained by the conservation of momentum