student board game

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Transcript of student board game

White Board game

Rules• Teams must be lined up and standing

behind the line.• No calling out.• Each team mate takes it in turns to answer

1 question.• If the question is too hard, put a line in the

answer box and pass the pen to the next team mate.

• You get one point for each correct answer. • First teams finished gets bonus two points.• When finished line up with hands on head.

Main menu

General questions

Physics

spare

yr9 number 1

Pythagorus

General questions menu

• Write the colour not the word

• Prime numbers

• Continents

• Rainbow

• Vowels

• consternates

BLUE

ORANGE

RED

GREEN

BLACK

PINK

RED

YELLOW

GOStop

Write the colour not the word

RED

PINK

BLACK

YELLOW

GREEN

PURPLE

ORANGE

YELLOW

The first eightprime numbers in

order

GOStop

2

3

5

7

11

13

17

19

Prime number have exactly two factors

1 has only one factor so isn't prime.

2 has two factors so it is prime.

List the sevencontinents

GOStop

Africa

Antarctica

Asia

Australia

Europe

North America

South America

Coloursof The

Rainbow

GOStop

List the vowelsin reverse order

GOStop

U

O

I

E

A

A, E, I, O, U

List the first 8 consonants

GOStop

B

C

D

F

G

H

J

K

A B C D E F G H I J K

Physics menu

• prefixes

• symbols

• units and names

Put these

prefixes in

order from

smallest to largest.

Giga, milli, Mega,micro, Deca, nano,

centi, kilo

GOStop

nano

micro

milli

centi

Deca

Kilo

Mega

Giga

What do these

symbols stand for

write the word in

full

V, A, C,R, I, λ,

v, ω

GOStop

Volt

amp, ampere

coulomb

Resistance

Current

wavelength

velocityAngular frequency/velocity

newton

volts

ampere

coulomb

ohm

farad

hertz

watt

Write the first nameof the person these

units are named afterGOStop

Names and units

Isaac Newton

Alessandro VoltaAndre-Marie AmpereCharles-Augustine de Coulomb

George Simon Ohm

Michael FaradayHeinrich Rudolph Hertz

James Watt

Year 9 number 1

• allsorts of questions

22

2 – 5

2 - - 5

-3 + 4

√25

Factors of 6

1st 3 primes

√81

GOStop

4

-3

7

1

5

{ 1, 2, 3, 6}

2, 3, 5

9

32

1 – 5

2 - - 3

-7 + 4

√36

Factors of 8

1st 3 primes

√16

GOStop

9

-4

5

-3

6

{ 1, 2, 4, 8}

2, 3, 5

4

42

5 – 5

6 - - 5

-7 + 4

√64

Factors of 9

Any 2 primes

√36

GOStop

16

0

11

-3

8

{ 1, 3, 9 }

2,3,5,7,11,13,17..

6

Destiny Raukawa

102

√16

63

√144

16 – 24

122

5 √60

82

GOStop

100

4

216

12

-8

144

2.27 (2 dp)

64

5 - -12

72

-7 + 3

1st 3 multiples of 9

-13 x 2

-2 - - 12

-53 – 102

28

Kim Claasen

GOStop

17

49

-4

{ 9, 18, 27 }

-26

10

-155

256

52

2( 5 + 2 ) + 3

√81

3 - -5

-2 x – 6

3( 2 x 4 ) + 2

8 ÷ 2 - 3 - -5

3 + 2 – (5 x 2) +1

Magenta

GOStop

25

17

9

8

12

26

6

-4

33

√5

8 + 6

√49

1 + -1

9 + 3 – 4 - -1

√121

-4 + -3 + 7

Alice Jansen

GOStop

27

2.24 ( 2 dp)

14

7

0

9

11

0

5 x 2 + 3(124)

√169

45 + 62

722

49 ÷ 7

11 + 12

√121

√9

Margaret Huta

GOStop

62218

13

107

5184

7

23

11

3

1 + 1 – 1 ÷ 1 x 1

102

Your name

3 – 10

114

3 + 11

Draw a smiley face

- 1 - 1

Laleyna Vail

GOStop

1

100

name

-7

14, 641

14

: )

-2

√49

14 x -11

27 x 3

√ ? = 11

210 ÷ 3

-11 + -3

5 - -7

H.C.F of 11 & 12

Te Kirikauri Pene

GOStop

7

-154

81

121

70

-14

12

1

0.5 + 0.3

1.2 – 0.6

1.2 x 3

1.2 x 0.3

1.2 x 0.03

12 x 0.03

1.2 ÷ 3

2- -3

GOStop

0.8

0.6

3.6

0.36

0.036

0.36

0.4

5

1.6 + 1.5

3.4 – 2

3.4 – 1.9

5 x 12

5 x 0.12

3 x 11

0.3 x 1.1

2.3 + 1.2 - 0.6

GOStop

3.1

1.4

1.5

60

0.60

33

0.33

2.9

12 x 0.5

3.3 + 4.4

3.3 – 4.4

12 ÷ 2

34 x 0.2

0.9 x 0.9

12 ÷ 0.5

0.6 x 0.6

GOStop

6.0

7.7

-1.1

6

6.8

0.81

24

0.36

0.32

0.62

0.3 x 0.6

0.36

10 ÷ 0.5

0.09

5 ÷ 0.25

0.23

GOStop

0.09

0.36

0.18

0.6

20

0.3

20

0.08

Pythagoras menu

Name the long side of a right angle triangle

write the Pythagoras relationship

132

122

132 -144

132 - 122

how tall is the tree?

GOStop

13 m

12 m

x? A kite has become stuck in a tree, the kite string is 13 m long and its lowest point is 12 m from the base of a tree. So how tall is the tree?

hypotenuse

132 = 122 + x2

169

144

25

5

5 m tall

Name the long side of a right angle triangle

write the Pythagoras relationship

22

122

22 +144

5 + 122

how tall was the tree?

GOStop

?

2 m

12 m

x A tree has snapped in a high wind. from the ground to the snap is 2m. from the base of the to the tip is 12m. How tall was the tree before it snapped?

hypotenuse

x2 = 22+122

4

144

145

Spare

GO

5

2

5

1

4

1

4

3

10

2

10

6

5

2

5

3

10

2

10

3

6

1

6

4

6

1

6

4

Stop

GO

5

2

5

1

4

1

4

3

10

2

10

6

5

2

5

3

10

2

10

3

6

1

6

4

6

1

6

4

Stop