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Motion Mrs Sedlock Principles of Chemistry and Physics

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Motion . Mrs Sedlock Principles of Chemistry and Physics . Motion. How can two people look at an object, and only one see them as moving?. Frame of Reference. Frame of reference – is a system of objects that are not moving with respect to each other. Relative motion. - PowerPoint PPT Presentation

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Page 1: Motion

Motion

Mrs SedlockPrinciples of Chemistry and Physics

Page 2: Motion

How can two people look at

an object, and only one see them as moving?

Motion

Page 3: Motion

Frame of reference – is a

system of objects that are not moving with respect to each other

Frame of Reference

Page 4: Motion

How fast are you moving?

Depends on the frame of reference!

Ex: Imagine our class is on our way to school on a school bus – Relative to each other – we are not moving Relative to the surroundings- we are moving

Relative motion

Page 5: Motion

Distance – is the length of a

path between two points Units : meter (m), kilometer (km),

centimeter (cm)

Distance

Page 6: Motion

Displacement – a straight line

from the starting point to the end point

Displacement and distance are not always the same!!!!

Displacement

Page 7: Motion
Page 8: Motion

Vector – a quantity that has a

magnitude (number representing a size, length or amount) and direction, and is represented by an arrow

The length of the arrow represents the magnitude, the direction the arrow is drawn represents the direction

Vector

Page 9: Motion

Vectors can be added by combining the vector magnitudes and direction

If the vectors are in the same direction you can add their magnitudes

If the vectors are in opposite directions, you can subtract their magnitudes

Vectors

Page 10: Motion
Page 11: Motion
Page 12: Motion

The vector that is the result of

combining vectors is called the resultant vector

Resultant Vectors

Page 13: Motion

One person says that the high school is 5

miles from Mountain Creek, another person says the school is 7 miles. Can both people be right?

Question…

Page 14: Motion

Comparing distance and displacement activity Drawing vectors ws

Page 15: Motion

Speed and Velocity

Page 16: Motion

Finding the perfect racing line is the key to

bobsledding: The driver struggles with a violently shaking bobsled to keep it on the path that gives the fastest time down the run. In turns, the driver must keep the sled high enough to maintain speed but low enough to avoid going extra distance.

Bobsled

Page 17: Motion

Bobsled

Page 18: Motion

Speed is the ratio of the distance an

object moves to the amount of time the object moves Measured in meters per second (m/s)

Average speed – calculated for the entire trip

Instantaneous speed – measured at a particular instant

Speed

Page 19: Motion

speed (rate) = distance time

Speed

Page 20: Motion

Ex: The bobseld track at the Sochi Olympics is 1.814 km in length. If a bobsled carries a

team of four down the track in 32.51 seconds,

how fast is the bobsled traveling? bobsled

Speed Calculation

Page 21: Motion

Average speed = total distance total time

Average Speed Calculation

Page 22: Motion

Ex. While traveling on vacation, you measure

the times and distances traveled. You travel 35 km in

0.4 hour, followed by 53 km in 0.6 hour. What is your average speed? Total distance = 35 km + 53 km = 88 km Total time = 0.4 h + 0.6 h = 1.0 h Average speed = 88 km = 88 km/h

1.0 h

Average Speed Calculation

Page 23: Motion

Your car’s speedometer gives your

instantaneous speed- the rate at which an object is moving at a given moment in time

Instantaneous Speed

Page 24: Motion

Distance-time graph Distance on the y-axis Time (in seconds) on the x-axis The slope of the line on a

distance-time graph is speed

Graphing Motion

Page 25: Motion

Distance-time graph

Page 26: Motion
Page 27: Motion

Distance time graph ws

Page 28: Motion

Velocity- a description of both the speed

AND direction of a motion- and can be represented as a vector

Two or more velocities can be added by vector addition

Velocity

Page 29: Motion
Page 30: Motion

How can something that is

slowing down be accelerating?

Question….

Page 31: Motion

Acceleration- the rate at which

velocity changes – changes in speed, direction or both – can be represented as a vector

Acceleration

Page 32: Motion

acceleration = Change in velocity

time

which means…..

a = final velocity - starting velocity (v2 - v1)time

Acceleration calculation

Page 33: Motion

if the acceleration is a positive

number, the acceleration is increasing (speeding up)

If the acceleration is a negative number, the acceleration is decreasing (slowing down)

Acceleration calculation

Page 34: Motion

My poorly tuned Honda can

accelerate from rest to a speed of 28 m/s in 20 seconds.

What is the acceleration of the car?

Acceleration calculation

Page 35: Motion

The slope of the line of a

velocity – time graph is the acceleration

Acceleration graph

Page 36: Motion

Acceleration graph

Page 37: Motion

Vocabulary you should know:

Frame of reference

Relative motion Distance Vector Resultant vector Speed

Average speed Instantaneous

speed Velocity Acceleration