PMR Ganu Set 1 Paper 1

7/31/2019 PMR Ganu Set 1 Paper 1

1/9

SET 1 PAPER 1 3 50/1

50/1

JABATAN PELAJARAN NEGERI TERENGGANU

SET 1 PAPER 1

INFORMATION FOR CANDIDATES

1. This question paper consists of 40 questions.

2. Answerallquestions.

3. The diagram in the question provided are not drawn to scale unless stated.

4. A list of formulae is provided

5. You may use a non-programmable scientific calculator.

MATHEMATICS

(1 hour 15 minutes)


2/9

2

SHAPE AND

1. ma x na = nma

2. ma na = nma

3.nm

a )( = mna

4. Distance =2

21

2

21 )()( yyxx

5. Midpoint

(x,y) =

2

,2

2121 yyxx

1. Area of rectangle = length x width

2. Area of triangle =2

1x base x height

3. Area of parallelogram = base x height

4. Area of trapezium

=2

1x (sum of parallel sides) x height

5. Circumference of circle = d = 2 r

6. Area of circle =2

r

7. Curved surface area of cylinder

= 2 hr

8. Surface area of sphere =24 r

9. Volume of right prism= cross sectional area x length

10. Volume of cuboid

= length x width x height

6. Average speed =takentime

travelleddistance

7. Mean =dataofnumber

dataofsum

8. Pythagoras Theorem222 bac

11. Volume of cylinder = hr2

12. Volume of cone =3

1hr

2

13. Volume of sphere = hr2

3

4

14. Volume of pyramid

=3

1x base area x height

15. Sum of interior angles of polygon

= 1802 n

16.circleofncecircumfere

lengtharc=

0360

centreatsubtendedangle

17.circleofarea

sectorofarea=

0360

centreatsubtendedangle

18. Scale factor, k =PA

AP''

19. Area of image =2

k x area of object

MATHEMATICS FORMULAE

The following formulae may be helpful in answering the questions. The symbols given arethe

ones commonly used.

RELATIONS


3/9

3

1 Find the value of

17.4 + 12.6 0.6

A 50

B 38.4

C 19.5D 5

2 In Diagram 1 , PQR is a straight

line.

Find the value of x.

A 40

B 50

C 60

D 70

3 Solve )8

1+

4

1(

4

11

A24

5

B32

15

C3

13

D2

17

4 The common factors of 12 and 8

are

A 2,4

B 1,2,4

C 2,3,4

D 1,2,3,4,6,12

5 Solve 85 + ( 16732 ) x 10

A -78

B -68

C 1435

D 2200

6 In Diagram 2, JKLM is arectangle

Calculate the area, in cm2

, of the

shaded region.

( Use =7

22)

A 280B 226

C 154

D 126

7 Simplify -2(x + 3) + 7x

A 5x - 6B 5x - 3

C 5x + 3

D 5x + 6

8 Calculate the value of0.3 (40.3 + 1.2)

A 21

B 14.7C 2.1

D 1.47

14 cm

J K

M L20 cm

40o

xo

P

Q

R

S

T

DIAGRAM 1DIAGRAM2


4/9

4

9 Diagram 3 is a pictogram. It

shows the number of books read

by three students Abu, Bala and

Chong.

Which of the following

statements is correct?

A 80 books were read by Abu.B 5 books were read by Bala

C The books read by Bala aretwo copies more than

Chong.D A total of 12 books were

read by the three students.

10 Given that 3x + 4 = x12,

then x =

A -8

B -4

C 2

D 4

11 Given that x : y = 3 : 7 .If x + y = 90 , then find the

value of x.

A 27B 36

C 54

D 63

12 In Diagram 4, WTU is a straight

line.

The value of x is

A 40B 60

C 70

D 80

13 5p2q( -p + 3q ) =

A 4p + qB 4p5q

C 6p + qD 6p5q

14 18 + 2k2

=

A 2(9 + k)

B 2(9 + k2)

C 2(3 + k)(3 + k)

D 2(3k)(3k)

15 Find the Lowest Common

Multiple (LCM) of 6, 8 and 10.

A 60

B 80C 120

D 160

DIAGRAM 4

x0

Q

P

1400

R S

T

W

U

V

1200

Abu

Bala

Chong

represent 20 books

DIAGRAM 3


5/9

5

16 Given that q3r2 = 12 and r = 4.

Find the value of q.

A -36

B -12

C 36D 60

17 In Diagram 5, O is the centre of

the circle.

The value of x is

A 42B 48

C 69D 84

18 nn

592

A2

59

n

n

B2

59

n

n

C3

2 59

n

n

D3

259

n

n

19 Ali deposited a sum of money in

a bank offering a simple interest

rate of 6 % per annum. He

receives RM 1200 as interest

after one year. How much is the

sum of money deposited by him?

A RM 20 000

B RM 14 400C RM 10 000

D RM 7 200

20 Diagram 6 shows angles p, q and

r with ratio 4 : 5 : 3

Given that qr = 18, find the

value of p + r

A 36

B 54

C 63

D 72

21 On the map, a river is 3 cm long.

If the scale is 1 : 50 000. What isthe actual length of the river,

in km?

A 0.35

B 3.5C 35

D 350

DIAGRAM 5

x0

420

O

DIAGRAM 6

p0q0

r0


6/9

6

22 Diagram 7 shows a rectangle

JKLM. LMN and KN are

straight lines.

Given that tan JNM = 3

5

, find

the value of sin x.

A5

4

B4

3

C5

3

D3

1

23 Diagram 8 shows two circles

with centres P and Q. The radiusis 5 cm and 2 cm respectively.

Which of the following points A,

B, C and D is 5 cm from P andmore that 2 cm from Q.

24 In Diagram 9, JKLMP is a

pentagon.


A 16B 20C 30

D 54

25 Simplify 32

4

3

2716

A -72

B

9

8

C9

8

D8

9

26 Round off the product of

0.468 1.45 to 2 decimal places.

A 0.60B 0.67

C 0.68

D 0.70

DIAGRAM 7

11 cm

N

x0

J

M L

K

15 cm

DIAGRAM 8

B

A

P QD

C

DIAGRAM 9

J

1102x

K

L

MP

5x

3x


7/9

7

27 In the Diagram 10, pentagon

MNOPQ is the image of

pentagon MNOPQ under an

enlargement.

A21

B4

3

C 1

D 2

28 In the diagram 11, PQRS is a

Quadrilateral.

Find the value of y.

A 60

B 100

C 120

D 180

29 The diagram below are drawn on

square grids. Triangle Q is the

image of triangle P under a

translation. Which of the points A,

B, C and D is the image of x under

the same translation?

30 Diagram 12 shows the graph of a

function on a Cartesian plane.

The equation that represents thefunction is

A y = -3x -2

B y = -3x + 2

C y = 3x -2

D y =3x + 2

DIAGRAM 10

M

N

O

P

Q

M

N

O

P

Q

DIAGRAM 11

80 P

S

Q

R

y

2y

260

D

C

B A

Q

Px

y

0

4

x2

-2

-2

2

DIAGRAM 12

4-4

-4


8/9

8

31 Given that 413

x

.


A 9

B 11C 13

D 15

32 Which of the following fractions

has the lowest value?

A2

1

B4

3

C6

5

D8

3

33 The coordinates of a point T is

(3, -4). Given that the image of T

under a reflection on the yaxis is

T. Find the coordinates of T.

A (-3, 4)

B (-4, 3)

C (-3, -4)

D (4, 3)

34 Ah Choong drove his car from town

P to town Q. He began his journey

at 10.40 am. The journey took2

13

hours. If he reached town Q 10minutes earlier, at what time did he

reach town Q?

A 1.40 pm

B 1.50 pm

C 2.00 pm

D 2.10 pm

35 Given that 3r4s = 15 and

3s + 9 = 0, then r is

A -9

B -6

C 1

D 9

36 In Diagram 13, TUYZ and VWXY

are squares. TUV is a straight line.

Calculate the perimeter, in cm, of

the whole diagram.

A 56

B 66C 67

D 84

37 Given that(3x4)(2x + 5) = 6x

2kx20,

find the value of k.

A -23

B -7

C 7D 23

38 The midpoint of K(12,1) and

L(x,y) is (4,5). Find the

coordinates of point L.

A (-4, 8)B (-4, 9)

C (8, -4)

D (8, 3)

DIAGRAM 13

V

W

TU5 cm

X

ZY

13 cm


9/9

9

39 The volume of the cuboid in

Diagram 14 is 336 cm3.

Find the value of h.

A 84B 48C 12

D 11

40 Diagram 15 is a cone.

Find the volume of the cone, in cm3.

A 360

B 288

C 120

D 96

DIAGRAM 15

L M

K

N12 cm

10 cm

DIAGRAM 14

4 cm

h cm

7 cm

End of Question Paper

Documents

PMR Ganu Set 1 Paper 1