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Name 3 vectors and 3 scalars.

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Presentation on theme: "Name 3 vectors and 3 scalars."— Presentation transcript:

1 Name 3 vectors and 3 scalars.
Do Now: Name 3 vectors and 3 scalars. A hammer exerts an impulse of 1.5 Newton.seconds on a nail for a time of 3x10-2 seconds. What was the force of the hammer on the nail? J = Ft = ΔP F = 50N

2 Aim: How is momentum conserved?
HW:

3 How can we determine Impulse from a graph?
Force vs. time Force (N) Time (seconds)

4 My 1500 kg car accelerates from rest at a red light.
Calculate the impulse acting on the car over the first 5.78 seconds. Determine the car’s final velocity.

5 Conservation of Momentum
In a system, the momentum of the individual components may change, but the total momentum of the system remains constant. Law of Conservation of Momentum: pbefore = pafter (in reference table) How is this useful?

6 Elastic Collisions Describe how pool balls behave when they collide.
Animation Two objects collide and SEPARATE without any sticking When the two objects have the same MASS, they TRADE MOMENTUM

7 Example #1 A 2 kilogram ball moving at +3 meters per second collides with a 3 kilogram ball at rest. Assuming that the 2 kilogram ball stops after the collision, calculate the velocity of the 3 kilogram ball after the collision.

8 Inelastic Collision What would be the opposite of an elastic collision? Animation Two objects collide and STICK together The MASSES of the objects COMBINE TO FORM A SINGLE MASS

9 Example #2 A 5 kilogram cart moving right at 6 meters per second collides with a 10 kilogram cart moving left at 6 meters per second. If the two carts stick together during the collision, determine their final velocity.

10 SUMMARY How do we calculate impulse from a graph?
Define the Law of Conservation of Momentum. Why does the direction of an object’s motion matter? Name and describe the two situations where momentum is conserved.

11 EXTRA 57. A kg basketball hits a wall head-on with a forward speed of 18.0 m/s. It rebounds with a speed of 13.5 m/s. The contact time is seconds. (a) determine the impulse with the wall, (b) determine the force of the wall on the ball


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