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7th Grade-Chapter 1 Motion Powerpoint Notes

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(1)

Describing and Measuring Motion

Describing and Measuring Motion

How do you recognize motion?

How do you recognize motion?

An object is in

An object is in

motion

motion

 when its

 when its

distance

distance

 from

 from

another object is

another object is

changing

changing

Movement depends

Movement depends

on your point of

(2)

What is a reference point?

What is a reference point?

A

A

place

place

 or object used for

 or object used for

comparison to determine if

comparison to determine if

something is in

something is in

motion

motion

An

An

object

object

 is in motion if it

 is in motion if it

changes

changes

position

position

 relative to a

 relative to a

reference

(3)

Determining When an

Determining When an

Object is in Motion

Object is in Motion

Whether or not an object is in motion

Whether or not an object is in motion

depends

depends

 on the

 on the

reference point

reference point

you choose & if the

you choose & if the

distance between

distance between

 the object and the reference

 the object and the reference

point is

point is

changing.

changing.

SWBAT: Investigate, measure and describe what happens to the

SWBAT: Investigate, measure and describe what happens to the

motion, speed ,velocity and acceleration of moving objects

(4)

Negative Distance &

Negative Distance &

Football

Football

Question:

Question:

Can a

Can a distance be

distance be negative in

negative in

relationship to a reference point?

relationship to a reference point?

Football Example:

Football Example:

Reference point

Reference point in football

 in football

(below),

(below), positive play

 positive play (right),

 (right),

negative play-

negative

play-sacked for a loss

(5)

Which of the following is true if you are riding your bike

Which of the following is true if you are riding your bike

past the middle school?

past the middle school?

A.

A.

You a

You a

re mo

re mo

ving

ving

rel

rel

ativ

ativ

e to t

e to t

he bik

he bik

e, but no

e, but no

t the s

t the s

cho

cho

ol.

ol.

B.

B.

You

You

are

are

not

not

mov

mov

ing

ing

rel

rel

ativ

ativ

e to

e to

the

the

sch

sch

ool

ool

or t

or t

he bi

he bi

ke.

ke.

C.

C.

You a

You a

re mo

re mo

ving

ving

rel

rel

ativ

ativ

e to th

e to th

e sch

e sch

ool

ool

, but no

, but no

t rel

t rel

ativ

ativ

e to th

e to th

e

e

bike.

bike.

D.

(6)

What is the basic unit of length?

What is the basic unit of length?

The

The

meter

meter

––

 a

 a

little longer

little longer

than a

(7)

What do scientists use to measure the

What do scientists use to measure the

length of an object smaller than a yard?

length of an object smaller than a yard?

A

A

centimeter

centimeter

––

 one

 one

hundredth of a

hundredth of a

meter, so there are

meter, so there are

100

100

 centimeters in a

 centimeters in a

meter

meter

A

A

millimeter

millimeter

––

 There

 There

are

are

1,000

1,000

millimeters in a

millimeters in a

meter

meter

(8)

How do scientists measure long

How do scientists measure long

distances?

distances?

The

The

kilometer

kilometer

 There are

 There are

1,000

1,000

 meters

 meters

in a kilometer

in a kilometer

 1mile= 1.6km

 1mile= 1.6km

(9)

How do scientists calculate speed?

How do scientists calculate speed?

Speed

Speed

––

 the

 the

distance

distance

 the object

 the object

travels in one unit of

travels in one unit of

time

time

Rate

Rate

––

 tells you the amount of

 tells you the amount of

something

something

 that occurs or changes in

 that occurs or changes in

one unit of

one unit of

time

time

Speed =

Speed =

distance

distance

time

(10)

What is constant speed?

What is constant speed?

If the

If the

speed

speed

 of

 of

an object does

an object does

not

not

 change, the

 change, the

object is

object is

traveling at a

traveling at a

constant

(11)

What is average speed?

What is average speed?

Most objects do

Most objects do

not

not

 move at

 move at

constant

constant

speeds

speeds

for very

for very

long

long

To find average

To find average

speed

speed

divide

divide

 the

 the

total

total

distance

distance

 by

 by

the total

the total

time

time

(12)

Calculating Speed

Calculating Speed

 How can you calculate How can you calculate speed? speed? If you travel 45 If you travel 45 km in 3 hours, what iskm in 3 hours, what is your average speed?

your average speed?

 Speed = change in Speed = change in distance/change in timedistance/change in time

 Instant speedInstant speed is your speed at a certain time. is your speed at a certain time.

  Average speed Average speed is your averaged speed for the ENTIRE trial, event, or is your averaged speed for the ENTIRE trial, event, or race.

race.

(13)

What is Velocity?

What is Velocity?

Speed

Speed

 in a given

 in a given

direction

direction

When you know the

When you know the

speed

speed

and

and

direction

direction

 of an

 of an

object

object

’’

s motion, you

s motion, you

know the

know the

velocity

velocity

 of the

 of the

object

object

Example 15 km/hour

Example 15 km/hour

westward

(14)

Do Now: What is the sp

Do Now: What is the sp

eed average speed of a car

eed average speed of a car

that traveled 75km/h in 5 hours

that traveled 75km/h in 5 hours

Speed= Distance/ Time

Speed= Distance/ Time

Distance= 75km , Time =5 hours so 75km/5hrs=

Distance= 75km , Time =5 hours so 75km/5hrs=

15km/hr

15km/hr

SWBAT: Investigate, measure and describe what

SWBAT: Investigate, measure and describe what

happens to the motion,

happens to the motion,

speed ,velocity and

speed ,velocity and

acceleration of moving objects

(15)

How do you graph motion?

How do you graph motion?

You can show the

You can show the

motion

motion

 of an object on

 of an object on

a

a

line

line

 graph in which

 graph in which

 you plot

 you plot

distance

distance

against

against

time

time

Time

Time

 is along the x-

 is along the

x-axis and

axis and

distance

distance

 on

 on

the y-axis

(16)

How do you interpret motion

How do you interpret motion

graphs?

graphs?

A

A

straight

straight

 line indicates

 line indicates

a

a

constant

constant

 speed

 speed

The

The

steepness

steepness

 depends

 depends

on how quickly or slowly

on how quickly or slowly

the object is moving

the object is moving

The faster the motion

The faster the motion

the

(17)

Distance Determination (from a Speed-Time

Distance Determination (from a Speed-Time

Graph)

Graph)

How far will the object have gone in 2 seconds?

How far will the object have gone in 2 seconds?

10 meters (5 m/s x 2 s)

10 meters (5 m/s x 2 s)

Or

Or

Determine the a

Determine the a

rea under the line:

rea under the line:

Create a recta

Create a recta

ngle and determine

ngle and determine

its area (l x w = 2 s x 5 m/s = 10 m)

its area (l x w = 2 s x 5 m/s = 10 m)

SWBAT: Investigate, measure and describe what happens to

SWBAT: Investigate, measure and describe what happens to

the

the

motion, speed ,velocity and acceleration of moving objects

motion, speed ,velocity and acceleration of moving objects

5 m/s 5 m/s 1 1 s s 2 2 ss

SPEED

SPEED

(m/s)

(m/s)

Time (s)

Time (s)

(18)

Graphing Motion (Calculating speed)

Graphing Motion (Calculating speed)

You can show the motion of an object on a line graph in

You can show the motion of an object on a line graph in

which you plot

which you plot

distance versus time

distance versus time

.

.

Remember:

Remember:

Velocity

Velocity

is

is

the

the

change in

change in

distancedistance

 in a certain direction during a

 in a certain direction during a

certain length

(19)

Speed vs. Velocity

Speed vs. Velocity

Do Now:

Do Now:

Mark is jogging at 6.0 mph, while Sue

Mark is jogging at 6.0 mph, while Sue

is also jogging at 6.0 mph.

is also jogging at 6.0 mph.

However, Mark

However, Mark

’’

s velocity is -6.0 mph while Sue

s velocity is -6.0 mph while Sue

’’

s is

s is

6.0 mph.

6.0 mph.

Why are

Why are

their

their

speeds the same, but their velocities are different?

speeds the same, but their velocities are different?

SWBAT: Investigate, measure and describe what happens to

SWBAT: Investigate, measure and describe what happens to

the motion, speed

the motion, speed

,velocity and acceleration of moving objects

,velocity and acceleration of moving objects

Goal:

Goal:

Determine

Determine

the difference

the difference

between SPEED

between SPEED

and VELOCITY.

and VELOCITY.

(20)

Speed vs. Velocity Experiment

Speed vs. Velocity Experiment

•Were there anyWere there any negative velocitiesnegative velocities? ? Why Why is tis this the his the case?case? Is Is velocityvelocity

 just speed?

 just speed? If not, what else iIf not, what else is factored in to s factored in to velocity? velocity? Hint-Hint- Think aboutThink about when your velocity was negative relative to the

when your velocity was negative relative to the motion sensor, andmotion sensor, and keep in mind that

keep in mind that speed is NEVER negative.speed is NEVER negative.

Scenario:Scenario: Mark is jogging Mark is jogging at a speed at a speed of 6.0 mof 6.0 mph, while Sue ph, while Sue is alsois also  jogging at a speed of

 jogging at a speed of 6.0 mph. 6.0 mph. However, Mark However, Mark ’’s velocity is -6.0 mphs velocity is -6.0 mph

while Sue

while Sue’’s is 6.s is 6.0 mph. 0 mph. Why are their Why are their speeds speeds the same, bthe same, but theirut their

velocities are different? velocities are different?

Velocity = speed + Velocity = speed + direction relative to a reference pointdirection relative to a reference point

So, Mark was goingSo, Mark was going just as fast just as fast as Sue, but in the as Sue, but in the opposite direction.opposite direction.

Peregrine Falcons 

Peregrine Falcons 

 can dive at

 can dive at

speeds up to 242 mph.

(21)

What is Acceleration?

What is Acceleration?

The

The

rate

rate

 at which

 at which

velocity

velocity

 changes

 changes

In science,

In science,

acceleration refers

acceleration refers

to:

to:

increasing

increasing

 speed

 speed

decreasing

decreasing

 speed

 speed

(22)

How do you calculate acceleration?

How do you calculate acceleration?

To determine the acceleration rate of

To determine the acceleration rate of

an object, you must calculate the

an object, you must calculate the

change

change

 in velocity during each unit of

 in velocity during each unit of

time

time

Acceleration =

Acceleration =

Final velocity

Final velocity

 Starting velocity

 Starting velocity

Time

(23)

Calculating Acceleration

Calculating Acceleration

 What does it What does it mean if a car accelerates? mean if a car accelerates? Have you ever heard oHave you ever heard of a car that can gf a car that can goo 0 to 60 mph

0 to 60 mph in about in about 6 seconds6 seconds? ? (Just (Just like like mine). mine). What What about about when a when a carcar decelerates?

decelerates?

 To determine theTo determine the accelerationacceleration of an object moving in a straight line, you must of an object moving in a straight line, you must calculate the

calculate the change in velocity per unit of tchange in velocity per unit of timeime

 Average Acceleration = (final velocityAverage Acceleration = (final velocity –– starting velocity)/time starting velocity)/time

(24)

Graphing

Graphing

Acceleration

Acceleration

You can use both a

You can use both a speed-versus-

 speed-versus-time

time

graph and a

graph and a

distance-versus-time

distance-versus-time graph

 graph

to analyze the motion of an

to analyze the motion of an

accelerating

accelerating

object.

object.

(25)

-Calculating Acceleration

Calculating Acceleration

As a roller-coaster car starts down a slope, its speed is 4 m/s.

As a roller-coaster car starts down a slope, its speed is 4 m/s.

But 3 seconds later, at the bottom, its speed is 22 m/s. What is

But 3 seconds later, at the bottom, its speed is 22 m/s. What is

its average acceleration?

its average acceleration?

Read and Understand

Read and Understand

What information have you been given?

What information have you been given?

Initial

Initial

speed

speed

=

=

4 m/s

4 m/s

Final

Final

Speed

Speed

=

=

22 m/s

22 m/s

(26)

Calculating Acceleration

Calculating Acceleration

As a roller-coaster car starts down a slope, its speed is 4 m/s.

As a roller-coaster car starts down a slope, its speed is 4 m/s.

But 3 seconds later, at the bottom, its speed is 22 m/s. What is

But 3 seconds later, at the bottom, its speed is 22 m/s. What is

its average acceleration?

its average acceleration?

Plan and Solve

Plan and Solve

 What quantity are you trying to What quantity are you trying to calculate?calculate?

 The The average average acceleration acceleration of of the the roller-coaster roller-coaster car car = = ____

 What formula contains the given quantities and the unknownWhat formula contains the given quantities and the unknown quantity?

quantity?

 Acceleration = (Acceleration = (Final speedFinal speed –  – Initial speedInitial speed)/)/TimeTime

 Perform the calculation.Perform the calculation.

 Acceleration = (Acceleration = (22 m/s22 m/s –  – 4 m/s4 m/s)/)/3 s3 s = 18 m/s/ = 18 m/s/33 ss

 Acceleration = 6 m/sAcceleration = 6 m/s22

 The roller-coaster car The roller-coaster car ’’s average acceleration is 6 m/ss average acceleration is 6 m/s22..

(27)

Calculating Acceleration

Calculating Acceleration

As a roller-coaster car starts down a slope, its speed is

As a roller-coaster car starts down a slope, its speed is

4

4

m/s. But 3 seconds later, at the

m/s. But 3 seconds later, at the

bottom, its speed is 22 m/s.

bottom, its speed is 22 m/s.

What is its

What is its

average acceleration?

average acceleration?

Look Back and Check 

Look Back and Check 

Does your answer make sense?

Does your answer make sense?

The answer is reasonable. If the car 

The answer is reasonable. If the car 

’’

s speed increases by

s speed increases by

6 m/s each second, its

6 m/s each second, its

speed will be 10

speed will be 10

m/s after 1 second,

m/s after 1 second,

16 m/s after 2 seconds, and

(28)

Calculating Acceleration

Calculating Acceleration

Practice Problem

Practice Problem

A certain car brakes from 27 m/s to rest in 9

A certain car brakes from 27 m/s to rest in 9

seconds. Find the car 

seconds. Find the car 

’’

s average acceleration.

s average acceleration.

(0 m/s

(0 m/s

 –  – 

 27 m/s )

 27 m/s )

÷÷

 9 s =

 9 s =

-

-

27 m/s

27 m/s

÷÷

 9 s =

 9 s =

-3 m/s

-3 m/s

22

This is a

This is a

negative acceleration

negative acceleration

,

,

which is also

which is also

called

called

a

a

 deceleration (slowing down)

 deceleration (slowing down)

References

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