intro to motion

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Intro to Motion. What is Motion?. Motion : A change in position of an object compared to a reference point Motion involves all of the following: You fill in the blank!. Event that involves a change in the position or location of something. . Definition of Motion. Motion is Relative. - PowerPoint PPT Presentation

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Page 1: Intro to Motion
Page 2: Intro to Motion

What is Motion?Motion: A change in position of an object compared

to a reference point

Motion involves all of the following: You fill in the blank!

Page 4: Intro to Motion

Motion is Relative• Relative – it is described or compared to a

REFERENCE POINThttp://www.classzone.com/books/ml_science_share/vis_sim/mfm05_pg7_relmotion/mfm05_pg7_relmotion.html

• http://www.amnh.org/education/resources/card_frame.php?rid=937&rurlid=894

• Example: Are you moving at this moment? If yes, then how are you moving?

• How does your movement look to another person? (Can they tell you are moving?)

Page 5: Intro to Motion

Displacement vs Distance• Displacement - the

distance and direction of an object’s change in position from its starting point

• Distance – how far something moves

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Page 6: Intro to Motion

Displacement vs Distance• Displacement - the

distance and direction of an object’s change in position from its starting point

• Distance – how far something moves

• http://www.absorblearning.com/media/item.action?quick=4n#

Page 7: Intro to Motion

What is the Displacement?• Problem - A physics teacher

walks 4 meters east, 2 meters south, 4 meters west, and 2 meters north.

• What is the total displacement of the teacher?

• What is the total distanced walked by the teacher?

Page 8: Intro to Motion

And the answer is...• Displacement = 0 m - The

teacher has returned to the starting point.

• Distance = 12 meters• The distance is 12 meters but the displacement is

zero. The teacher has “covered 12 meters on the ground”, yet when he is finished walking, he is not walking out of place.

Page 9: Intro to Motion

Types of Motion

• Uniform motion - constant speed in a straight line

• Accelerated motion – motion that is changing in speed or direction

• Circular motion - speed is constant but the direction of motion is changing continuously

Page 10: Intro to Motion

What is Motion?

SpeedThe rate of change in position

Speed = distance ÷ time or Speed = distance time

Page 11: Intro to Motion

SpeedTypes of Speed

• Average Speed

• Instantaneous Speed

• Constant Speed

Page 12: Intro to Motion

SpeedAverage Speed

• Comparison of time and distance– Distance traveled per unit time– Distance is referring to "how much ground an

object has covered" during the time it was in motion.

• S = d / t• T = d / s• D = s x t

Page 13: Intro to Motion

SpeedInstantaneous Speed

• Speed at any instant

Page 14: Intro to Motion

SpeedConstant Speed

• Speed that does not change– Instantaneous speed that does not change

– Example: After setting cruise control on a car, your speed at any point will be the same until you turn off the cruise control.

Page 15: Intro to Motion

What is Motion?

VelocitySpeed plus direction

Example: 50 km/hour north

Page 16: Intro to Motion

Velocity

• Speed AND direction -- Velocity must include a speed and a direction.

Displacement is "how far out of place an object is because of its motion”. Displacement is the object's change in position.

Page 17: Intro to Motion
Page 18: Intro to Motion

What is Motion?

AccelerationThe rate of change in velocityPositive acceleration = speeding upNegative acceleration = slowing down (decelerate)

Acceleration = Vfinal – Vinitial Time or

Acceleration = ∆Velocity Time

Page 20: Intro to Motion

Acceleration

• A change in velocity– Speeding up

• Positive acceleration– Slowing down

• Negative acceleration• Deceleration

– Changing direction

Page 21: Intro to Motion

The Direction of Acceleration

Acceleration will always have a direction associated with it. The direction of acceleration depends on two things:

• whether the object is speeding up or slowing down

• whether the object is moving in the + or - direction

Page 22: Intro to Motion

Circular Motion: Continuous

Acceleration

An object traveling in a circular motion is always changing its direction. Therefore, its velocity is always changing, so it is accelerating. This is known as centripetal acceleration.

Page 23: Intro to Motion

200m/40s = 5 m/s

2 km/1000s = 0.002 km/s

or 2 m/s

100 m/10 m/s = 10s

50 m/s x 20s = 1000 m

20,000 m/ 40 m/s = 500 s

Page 24: Intro to Motion

10m/20s = 0.5 m/s

40 m

40m/40s = 1m/s

25m/10s = 2.5 m/s Steepest line

Page 25: Intro to Motion

10m/s 2/ 5 s = 2 m/s10m/s2 x 12s = 120 m/s

10m/s / 2m/s = 5 s

4000m/s /2s = 2000m/s2

Page 26: Intro to Motion

40m/s x 10s = 4 m/s2

20m/s x 10s = 2 m/s2

60m/s x 20s = 3 m/s2

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Page 27: Intro to Motion

Motion GraphsTime – Distance Graphs

Page 28: Intro to Motion

Motion Graph # 1Straight, Flat Line

• As time passes, there is no change in distance; no motion

Page 29: Intro to Motion

Motion Graph # 2Straight, Increasing Line

• As time passes, distance increases

• The change in distance is constant – no stopping & starting

Page 30: Intro to Motion

Motion Graph # 3Straight, Decreasing Line

• As time passes, distance decreases

• The change in distance is constant

Page 31: Intro to Motion

Motion Graph # 4Changing Line

• A changing line means changing distance

• Distance increases then doesn’t change then decreases

Page 32: Intro to Motion

Representing Motion in GraphsDistance – TimeVelocity - Time

Page 33: Intro to Motion

Describing a Distance - Time Graph

Page 34: Intro to Motion

Describing a Velocity - Time Graph

Page 35: Intro to Motion

Speed, Distance, Time Formulas

Page 36: Intro to Motion

Calculating SpeedGiven Distance & Time

Divide Distance by Time

Distance ÷ Time = Speed

Speed = Distance ÷ Time

Divide Distance by Time

Distance ÷ Time = Speed

Speed = Distance ÷ Time

Page 37: Intro to Motion

Calculating DistanceGiven Speed & Time

Multiply Speed and Time

Distance = Speed X Time

Speed X Time = Distance

Page 38: Intro to Motion

Calculating TimeGiven Distance and Speed

Divide Distance by Speed

Distance ÷ Speed = Time

Time = Distance ÷ Speed