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Motion.

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Presentation on theme: "Motion."— Presentation transcript:

1 Motion

2 Part 1

3 Frame of Reference Frame of reference – nonmoving objects that are used to compare with a moving object To know how fast something is moving, you need to compare that object with other objects that are around it that are not moving

4 Distance vs. Displacement
Length between 2 points Usually measured in m, km, cm, etc. Ex: walk 5 blocks Displacement Length AND Direction Ex: walk 5 blocks north

5 Measuring Displacement
Displacement Along a Straight Line ADD vectors if they are in the SAME direction SUBTRACT vectors if they are in OPPOSITE directions 4 km 2 km Displacement: 6 km 4 km 2 km Displacement: 2 km

6 Measuring Displacement
Displacement NOT Along a Straight Path Add/subtract magnitudes of ALL vectors 3 blocks 2 blocks 1 block 1 block 1 + 2 = 3 east 1 + 3 = 4 (north) 3 + 4 = 7 Displacement: 7 blocks Northeast

7 Part 2

8 d υ t Measuring Motion Speed – rate at which an object moves
Distance (d) Time (t) Speed: km/h or m/s Distance (d): km or m Time (t): hr or s d υ t

9 Measuring Motion Example:
If you travel 120 miles in 2 hours, how fast were you going? (You must label ALL measurements!!!)

10 Types of Speed Constant Speed – speed does not change
Graph is a straight line Average Speed – speed is not always constant Graph is not a straight line

11 Velocity Velocity – speed in a given direction Ex: 100 km/h is speed
100 km/h North is velocity Land, sea, and air travel all involve the use of velocity Calculate velocities by ADDING those in the the same direction and by SUBTRACTING those in opposite directions

12 Final Velocity (vf) – Initial Velocity (vi)
Changes in Velocity Acceleration – rate of change in velocity Speeding up Graph curves upward Deceleration – negative acceleration Slowing down Graph curves downward Final Velocity (vf) – Initial Velocity (vi) Accleration (a) = Time (t)


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