Cambridge International Mathematics

(Tina Sui) #1
ANSWERS 741

8

We notice that:
²cos(x¡ 90 o) = sinxfas graphs coincideg
²y= cosx¡ 2 isy= cosxtranslated

¡ 0

¡ 2

¢

EXERCISE 29H
1a

b

c

d

e

f

g

h

2a

b

c

d

e

f

1

-1
-2

-3

x

y

yx¡=¡cos¡

90°90° 180°180° 270°270° 360°360°

yx¡=¡sin¡
yx¡=¡cos()¡-¡90°

yx¡=¡cos¡ ¡-¡2

O

3
2
1

-1
-2
-3

x

y

O 180°180° 360°360° 540°540° 720°720°

yx¡=¡sin¡2

yx¡=¡sin¡

3
2
1

-1
-2
-3

x

y

180°180° 360°360° 540°540° 720°720°

yx¡=¡sin¡
O

yx¡=¡2sin¡ ¡

3
2
1

-1
-2
-3

x

y

180°180° 360°360° 540°540° 720°720°

O

yx¡=¡sin¡

yx¡=¡-sin¡

3
2
1

-1
-2
-3

x

y

180°180° 360°360° 540°540° 720°720°

yx¡=¡sin¡

O
yx¡=¡sin(\Qw_\ )

3
2
1

-1
-2
-3

x

y

180°180° 360°360° 540°540° 720°720°

yx¡=¡sin¡

O
yx¡=¡3sin¡

3
2
1

-1
-2
-3

x

y

180°180° 360°360° 540°540° 720°720°

yx¡=¡sin¡
O

yx¡=¡3sin(\Qw_\ )

3
2
1

-1
-2
-3

x

y

180°180° 360°360° 540°540° 720°720°

yx¡=¡sin¡

O

yx¡=¡2sin() 3

3
2
1

-1
-2
-3

x

y

180°180° 360°360° 540°540° 720°720°

yx¡=¡sin¡
O

yx¡=¡-sin() 2

3
2
1

-1
-2
-3

x

y

O 180°180° 360°360° 540°540° 720°720°

yx¡=¡cos¡

yx¡=¡2cos¡

3
2
1

-1
-2
-3

x

y

180°180° 360°360° 540°540° 720°720°

yx¡=¡cos¡

O
yx¡=¡cos(\Qw_\ )

3
2
1

-1
-2
-3

x

y

180°180° 360°360° 540°540° 720°720°

yx¡=¡cos¡

O
yx¡=¡-cos¡

3
2
1

-1
-2
-3

x

y

180°180° 360°360° 540°540° 720°720°

yx¡=¡cos¡

O

yx¡=¡3cos() 2

3
2
1

-1
-2
-3

x

y

180°180° 360°360° 540°540° 720°720°

yx¡=¡cos¡

O

yx¡=¡-2cos¡

3
2
1

-1
-2
-3

x

y

180°180°
360°360°

540°540°
720°720°

yx¡=¡cos¡

O
yx¡=¡\Qw_\(cos¡3)

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Y:\HAESE\IGCSE01\IG01_an\741IB_IGC1_an.CDR Friday, 21 November 2008 9:20:36 AM PETER

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