C73ad8809250590f02a19367374e4d51

Announcing the release of Announcing the release of

VERSION 5VERSION 5

This Demo shows just This Demo shows just 4040 of the 15,000 available slides and of the 15,000 available slides and takes 10 minutes to run through. Please note that in the takes 10 minutes to run through. Please note that in the

proper presentations the teacher controls every proper presentations the teacher controls every movement/animation by use of the mouse/pen.movement/animation by use of the mouse/pen.Click when ready

•950+ MB of Presentations950+ MB of Presentations

•575 files (Double CD)575 files (Double CD)

•15 000+ slides15 000+ slides

•1000’s of example/student questions1000’s of example/student questions

•100’s of worksheets100’s of worksheets

•1200 interactive SAT/GCSE Boosters1200 interactive SAT/GCSE Boosters

•5000 Mental Maths Questions5000 Mental Maths Questions

•Huge Enrichment AreaHuge Enrichment Area

Click once only to start

In addition to the demos/free presentations in this area there are at least 8 complete (and FREE) presentations waiting for download under the My Account button. Simply register to download immediately.

© 2004 - 2007 All rights reserved

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What would you like to do? You can do almost

anything?

Lets start by getting our Bearings!

Air Traffic Controller

Bearings

1. Measured from North.

2. In a clockwise direction.3. Written as 3 figures.

N

S

EW

N

S

EW

N

S

EW

060o

145o230o

315o

60o

145o

230o

Bearings

N

S

EW 090o

360/000o

270o

180o

315o

Bearings

N

S

EW 090o

360/000o

270o

180o

A 360o protractor is

used to measure bearings.

020o

080o

110o

SE

135o

160o

210o

SW

225o

250o

290o

NW

315o

350o

Use your protractor to measure the bearing of each point from the centre of the circle. (Worksheet 1)

NE

045o

Which of your students is destined to become an AirTraffic Controller?

Using the supplied worksheet give them 5 minutes to estimate the bearings of the 12 aircraft then see who has the lowest average

error.

ACE

Controller

Contest

360/000o

090o

180o

270oW E

N

S

Air Traffic ControllerControl

Tower

1

2

12

109

8

411

7

6

53

040o

250o

280o

120o

195o

010o

325o

155o

235o

310o

060o

Estimate the bearing of

each aircraft from the

centre of the radar

screen.

ACE

Controller

Contest

Explain about Faces, edges and vertices.

Faces, Edges and Vertices

A square based pyramid has:

Faces Edges Vertices

5 8 5

Please note: Full

presentation has sound.

Look at Factors and Multiples?

Factors and Multiples

Some of the numbers in the pentagons are factors of the number in the central decagon. Which ones?

3613

15

18

7

3

9

20

14

6

16

Please note: Full

presentation has sound.

Take a Break with the Mental Maths 5000 area

Please note that the authentic sound effects that accompany the Mental

Maths presentations are not available with this demo.

2 3

5 6 7

9

8

4

121110

Click the buttons to choose your table.

1 x 71 x 72 x 72 x 73 x 73 x 74 x 74 x 75 x 75 x 7

7 x 77 x 78 x 78 x 79 x 79 x 7

10 x 710 x 711 x 711 x 712 x 712 x 7

6 x 76 x 7

70

56

42

35

14

7

Back to Board

Please note: Full

presentation has sound.

6 2

3 9

7 4

10

8

5

1

20

Work out the score for the 3 rings.

Please note: Full

presentation has sound.

6 2

3 9

7 4

10

8

5

2

17

Work out the score for the 3 rings.

Please note: Full

presentation has sound.

Some work on recognising fractions?

Recognising Fractions

3 parts of this regular octagon are blue.

There are 8 equal parts in total.

So we write fraction blue = 38

Fractions show proportions. They compare the parts into which an object is divided with the whole object.

Recognising Fractions

What fraction of the people are wearing hats?

518

Shapes Questions

Recognising Fractions

Write down the fraction for the indicated colour in each case.a b c

d e f

yellow blue red

green pink blue

14

35

23

512

49

710

Explain about planes of symmetry?

Triangular Based Prisms

An equilateral triangular based prism has four planes of symmetry.

Choose a tessellation?

There are 8 distinct semi-regular tessellations.

The tiles for 4 of them are shown below.

Click button to view

Click to exit

TAKE THE TEMPERATURE?

Read the temperature on the thermometer as it changes.

0

-10

-20

-30

10

20

30

40

50

60

oC

0

-10

-20

-30

10

20

30

40

50

60

oC

-150C

Read the temperature on the thermometer as it changes.

What is the difference in temperature between Cairo and Helsinki?

0

-10

-20

-30

10

20

30

40

50

60

oC

0

-10

-20

-30

10

20

30

40

50

60

oC 40 degrees

Cairo Helsinki

Use negative numbers at the

seaside?

Estimate the height above or below sea level of the following points:

50m

-20m

-40m

-60m

0m

20m

40m

60m

-10m

40m

20m

-30m

-5m

-45 m

Rotational Symmetry?

Rotational SymmetryThe order of rotational symmetry that an object has is the number of times that it fits on to itself during a full rotation of 360 degrees.

Order 1

Rotational Symmetry

Order 11

2

Order 2

The order of rotational symmetry that an object has is the number of times that it fits on to itself during a full rotation of 360 degrees.

Rotational Symmetry

Order 11

2

Order 2

12

3

Order 3

The order of rotational symmetry that an object has is the number of times that it fits on to itself during a full rotation of 360 degrees.

Rotational Symmetry

Order 11

2

Order 2

12

3

Order 312

3 4

Order 4

The order of rotational symmetry that an object has is the number of times that it fits on to itself during a full rotation of 360 degrees.

Use a number Line?

210

610

910

0.3 0.5 0.7

10% 30% 60% 80%

0 1

0% 100%

0 1

Fractions, Decimals and Percentages

Fraction

Decimal

Percentage

Measure an angle?

1

2

Measuring Angles with a

180o Protractor

0 on the outside so use outside

scale

0 on the inside so use inside scale

67o

50o

Bisect an angle

AB

C

Draw a Pie Chart?

Total 300

75Rugby angle = 360 0

3009 ox

Drawing Pie Charts

In a survey, people were asked to indicate which one of five sports they liked best. The information is given in the table. Display the information in a pie chart.

Rugby

Football

Cricket

Ice Hockey

75

90

45

60

Favourite Sport

Squash 30

90Football angle = 360 8

300

01 ox

45Cricket angle = 360 4

3005 ox

60Ice Hockey angle = 360 2

3007 ox

30Squash angle = 360 6

3003 ox

Total 300

Rugby

Drawing Pie Charts

In a survey, people were asked to indicate which one of five sports they liked best. The information is given in the table. Display the information in a pie chart.

Rugby

Football

Cricket

Ice Hockey

75

90

45

60

Favourite Sport

Squash 30

75Rugby angle = 360 0

3009 ox

90Football angle = 360 8

300

01 ox

45Cricket angle = 360 4

3005 ox

60Ice Hockey angle = 360 2

3007 ox

30Squash angle = 360 6

3003 ox

Total 300

Drawing Pie Charts

In a survey, people were asked to indicate which one of five sports they liked best. The information is given in the table. Display the information in a pie chart.

Rugby

Football

Cricket

Ice Hockey

75

90

45

60

Favourite Sport

Squash 30

Rugby

75Rugby angle = 360 0

3009 ox

90Football angle = 360 8

300

01 ox

45Cricket angle = 360 4

3005 ox

60Ice Hockey angle = 360 2

3007 ox

30Squash angle = 360 6

3003 ox

Total 300

Drawing Pie Charts

In a survey, people were asked to indicate which one of five sports they liked best. The information is given in the table. Display the information in a pie chart.

Rugby

Football

Cricket

Ice Hockey

75

90

45

60

Favourite Sport

Squash 30

Rugby

75Rugby angle = 360 0

3009 ox

90Football angle = 360 8

300

01 ox

45Cricket angle = 360 4

3005 ox

60Ice Hockey angle = 360 2

3007 ox

30Squash angle = 360 6

3003 ox

Football

Take a Break with the Mental Maths 5000 area

Please note that the authentic sound effects that accompany the Mental

Maths presentations are not available with this demo.

12

13

14

15

25

34

23

45

35

16

60 8 15 48

20 12 24

6 30

18

6

Fractions of Quantities

2Please note:

Full presentation has sound.

12

13

14

15

25

34

23

45

35

16

60 8 15 48

20 12 24

6 30

18

10

Fractions of Quantities

3Please note:

Full presentation has sound.

Add

5 10

MultiplySubtract Divide

12 3 9 60

13 8 54 20 6

18 17 11 16 72

48 19 2 7 4

21

24

15

84

1Level 3

Please note: Full

presentation has sound.

Add

5 10

MultiplySubtract Divide

12 3 9 60

13 8 54 20 6

18 17 11 16 72

48 19 2 7 4

21

24

15

44

2Level 3

Please note: Full

presentation has sound.

Add

5 10

MultiplySubtract Divide

12 3 9 60

13 8 54 20 6

18 17 11 16 72

48 19 2 7 4

21

24

15

54

3Level 3

Please note: Full

presentation has sound.

Add

5 10

MultiplySubtract Divide

12 3 9 60

13 8 54 20 6

18 17 11 16 72

48 19 2 7 4

21

24

15

9

5Level 3

Please note: Full

presentation has sound.

A bit of stitching?

Demo 4

8 Parabolas

Or just simply ride your bike!

Wheels in Motion

Wheel

The Cycloid

It’s true! The point at the bottom of a moving wheel is not moving!

Choose Order Forms/New for V5 to view latest material

and other catalogues.

Don’t forget to pick up your 8 free presentations.

Whiteboardmaths.comWhiteboardmaths.com

© 2004 - 2007 All rights reserved

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