E-module Maths 2009

  • June 2020
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  • Words: 498
  • Pages: 85
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Y 6

O

1

2

y ≤ -x + 6 y ≥ 2x - 4 -4 x=1 x>1 shade the region

6

X

3 marks

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Y 6

O

1

2

y ≤ -x + 6 y ≥ 2x - 4 -4 x=1 x>1 shade the region

6

X

3 marks

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x4 :

g + 2h = 1 4g – 3h = - 18 4g + 8h = 4 - 11h = - 22 h=2 g + 2(h2) = 1 g=-3

calculate the value of g and f 4 marks

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solve the equation using factorisation

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4 marks

solve the equation using factorisation

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4 marks

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identify angle between UV and RSTU 1 mark gcmpb

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calculate angle between UV and RSTU 2 marks gcmpb

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calculate angle between UV and RSTU 2 marks gcmpb

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M(-3,7) K

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Y

KL parallel to MN KL : 2x + y = 4 L N

mMN = - 2

O

MN : y = mx + c MN : 7 = - 2 (- 3) + c c=1 MN : y = - 2x + 1

KL : y = - 2x + 4 mKL = - 2 X

3 marks

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M(-3,7) K

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Y

find the x-intercept MN

L N (x,0) O

X

MN : 0 = - 2x + 1 x = 1/2 2 marks

MN : y = - 2x + 1

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all

some

True statement

some 1 mark

2 marks

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general conclusion

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Write two implications

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10 cards in 2 boxes A card picked random from each boxes Probability both cards labelled “number”

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10 cards in 2 boxes A card picked random from each boxes 1 card labelled “number” & other labelled “letter”

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matrix A

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identity matrix

matrix A-1

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matrix A-1

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Distance (km)

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Town B

Town A

Time (min)

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Distance (km)

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Town B

Town A

Time (min)

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Distance (km)

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Town B

Town A

Time (min)

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Distance (km)

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Town B

Town A

Time (min)

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θ

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θ θ θ

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θ

cos θ cos 650

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∑

∑

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