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Motion The change in position in a given amount of time.

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Presentation on theme: "Motion The change in position in a given amount of time."— Presentation transcript:

1 Motion The change in position in a given amount of time

2 Georgia Performance Standards SPS8. Students will determine relationships among force, mass, and motion. a. Calculate velocity and acceleration.

3 Frame of Reference The Background to which you compare the motion This changes your perspective of motion The Earth is the most common frame of reference. Examples:

4 Speed If the car is moving 60 mi/hr. What does that mean? It moves 60 miles every 1 hour. Speed is the distance covered in a certain amount of time. Speed = Distance / Time Average Speed= Total Distance/Total Time Instantaneous speed = the speed at a given point Example: look on your speedometer

5 Calculating Speed If Audrey rides her bike 200 meters in 45 seconds? What is her speed? ___________ 200 meters What units do you use? m/s

6 Calculating Distance If a dog runs at a speed of 15 m/s for 1.5 minutes (90 seconds), what distance does he travel? ____________ ? What units do you measure distance in? ______________

7 Calculating Time If a monkey is catapulted at a speed of 2.5 m/s, how long would it take for it to reach the target 50 meters away? 50 meters What unit would you use? ____________________

8 Velocity Velocity is speed in a given direction. Formula for velocity: Velocity = Distance / Time (+ direction) May use the speed formula with direction for velocity. Velocity IS A VECTOR. A vector is an arrow that shows magnitude and direction. Examples of velocity: 45 km/hr East, 200 m/s Northwest How is it possible for a two cars traveling on the same road to have the same speed, but different velocities?

9 Calculating Net Velocity (Total Velocity) When two objects are moving in the SAME direction in relation to each other, you ADD to get the net velocity. Bus 70 km/hr 3 km/hr Net Velocity (of dog in relation to ground) = ________ km/hr right

10 Calculating Net Velocity (Total Velocity) When two objects are moving in OPPOSITE directions in relation to each other, you SUBTRACT to get the net velocity. Bus 70 km/hr 7 k/hr Net Velocity (of dog in relation to the ground) =________ km/hr right

11 Acceleration A change in velocity in a given amount of time Acceleration Formula: A = V f – V i -------- Time Final Velocity – Initial Velocity/ Time Question: Is acceleration affected by direction?

12 If a dog is walking down the sidewalk at 2.5 m/sec and sees a cat and speeds up to 7 m/sec in 3 seconds flat, what is his rate of acceleration? 3 sec 2.5 m/sec 7 m/sec Vf = 7 m/s, Vi = 2.5 m/s, Time= 3 sec 7-2.5/ 3 = ____________ What units are used for acceleration? m/s/s or meters per second squared

13 Deceleration Sometimes called “negative acceleration” When calculating deceleration, use the formula for acceleration, but the answer will be negative

14 If a little boy is riding a skateboard at 5 m/sec and hits some gravel and slows down rapidly (in 2 seconds) to a stop. What is his rate of deceleration? 5 m/sec 0 m/s 2 sec Vf =0, Vi= 5 m/s, Time= 2 sec 0-5/2 = __________ m/s

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18 Motion Question for you… if you are on a merry go round moving at a constant speed… which of the following would be changing… speed, direction, velocity and/or acceleration. Explain your answer.


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