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1. NAMA :
ULANGKAJI MATHEMATICS FORM 1 & 2
PMR 2012
TING :
1 Which of the following is not a number 8 Diagram 2 shows two figures E and F that
sequence? are made up of two similar rectangles A and
A 152, 150, 147, 143, 138, ... B.
B 8, 12, 16, 20, 25, ...
C 141, 135, 129, 123, 117, ...
D 30, 32, 35, 39, 44, ...
2 Find the sum of all even numbers between
87 and 91.
A 177 C 180
B 178 D 268
Diagram 2
3 The first three prime numbers greater than
42 are Calculate the difference in perimeter, in cm,
A 43, 46, 47 C 43, 47, 53 between figure E and figure F.
B 43, 47, 48 D 45, 47, 53 A 4 C 10
B 7 D 13
4 Find the number of prime numbers between
21 and 35. 9 In Diagram 3, WXYZ is a square and PQRS
A 3 C 5 is a rectangle.
B 4 D 6
5 Which of the following pairs of numbers
have 8 as its highest common factor?
A 24, 144 C 56, 120
B 48, 128 D 96, 112
6 Common factors of 10 and q are 1, 2, 5 and
10. Which of the following can be q?
A 38 C 42 Diagram 3
B 40 D 46
Find the perimeter of the shaded region, in
cm.
7 In Diagram 1, PSQ and QTR are straight
lines. A 8 C 16
B 14 D 28
10 In Diagram 4, PQRS is a square and PUVQ
is a parallelogram.
Diagram 1
Given that PQ = 15 cm and ST = 5 cm, find
the parameter of the shaded region, in cm.
A 38 C 62 Diagram 4
B 50 D 74 Given that PU = RT, calculate the perimeter
of the whole diagram, in cm.
A 190 C 240
B 226 D 254
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2. ULANGKAJI MATHEMATICS FORM 1 & 2
PMR 2012
11 In Diagram 5, PQUV is a square and QRST 16 Which of the following is true?
is a rectangle. PQR and QUT are straight
lines. A 8× 8= 8+8
B 6×6=2× 6
C 81 = 9
1 1
D
4 =2
17 Given that k = 162 × 25, then the value of k
is
Diagram 5
A 80 C 240
Given that the area of PQUV is 64 cm2 and B 160 D 400
the area of the whole diagram is 86 cm2,
calculate the length of RS, in cm. 18 1 3
A 11 C 13 =
3
B 12 D 14
1 1
A C
12 In Diagram 6, QRST is a square and PQTU 9 27
is a rectangle. PQR and STU are straight 1 1
lines. B D
9 27
19 Simplify 7s + 10t 5s 3t.
A 2s + 13t C 2s + 7t
B 12s + 13t D 12s + 7t
20 Given that p = 1 and q = 4, calculate the
value of p( 5q3 2p).
Diagram 6
Given that the area of QRST = 361 cm2, A 52 C 318
calculate the area of PQTU, in cm2.
B 12 D 322
A 252 C 280
B 266 D 294
21 Simplify (3pq + 2rs) + ( 9rs pq).
13 Which of the following numbers lies
A 2pq 7rs C 4pq + 11rs
between 132 and 172?
B 2pq + 11rs D 4pq 7rs
A 20 C 268
B 168 D 290 22 7y + 8(5 7y) =
14 Given that 4.912 = 24.11, then 100 × 49.12? A 63y + 40 C 49y + 13
B 49y + 40 D 63y + 13
A 2 411 C 241 100
B 24 110 D 2 411 000 23 2(2m + 7n2 + 8) (4n2 + 5m + 4) =
15 Given that the area of a piece of square tile A 18n2 9m 20
is 100 cm2, find its perimeter. B 18n2 + m 20
C 18n2 9m 12
A 50 cm C 30 cm D 10n2 9m 20
B 40 cm D 10 cm
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3. ULANGKAJI MATHEMATICS FORM 1 & 2
PMR 2012
24 10s + t + 4u (4s + 10t + 2u) = 32 Given that x : y = 9 : 7 and x y = 171, find
the value of x + y.
A 6s 9t + 2u C 6s + 11t + 2u
B 14s 9t + 2u D 14s + 11t + 6u A 16 C 1 368
B 769 D 1 378
25 Which of the following relationship is true.
33 Musa and Kelvin paid a total capital of
A (3 9) + 2 ≠ 3 (9 2) RM112 000 to set up a book shop. The ratio
B 3+5≠5 3 of Musa's capital to Kelvin's capital is 5 : 9.
If Musa increase his capital by RM40 000,
C 8(6 4) = 6(8 4) find the ratio of Musa's capital to Kelvin's
D 7 8 ÷ ( 5) ≠ (7 8) ÷ ( 5) capital.
26 Which of the following relationship is true. A 10 : 9 C 8:9
B 5:9 D 5:8
A (9 5) + 6 ≠ 9 (5 6)
B 2+6=6 2 34 Given that p : q = 9 : 7 and p q = 50, find
C 2(5 4) = 5(2 4) the value of p.
D 9 4 ÷ ( 3) = (9 4) ÷ ( 3)
A 2 C 222
27 Given that 5c 3 = 83, then find the value B 9 D 225
of c.
35 In December, the number of e-mail sent by
A 24 C 16 Aishah, Idayu and Cherry is according to the
B 19 D 8 ratio 1 : 7 : 6. If Aishah sent 75 e-mail in
that month, calculate the total number of e-
mail sent by three persons.
28 Given that (4x + 7) (5x + 5) = 85, then
find the value of x. A 1 017 C 1 050
B 1 043 D 1 091
A 90 C 84
B 87 D 77
36 In Diagram 7, PQRS is a rectangle and
PTUV is a square.
29 Given that 8x 5=8 8x, then x =
3 13
A C
16 16
3 13
B D
16 16
30 p 2
Given that 7 = 3, then find the value of Diagram 7
p.
Given that the area of of the shaded region =
A 23 C 17 495 cm2. Find the perimeter of the shaded
B 19 D 14 region, in cm.
A 82 C 112
31 Given that the ratio is 7 : 1, then the total B 96 D 128
number of parts is
A 1 C 7
B 6 D 8
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4. ULANGKAJI MATHEMATICS FORM 1 & 2
PMR 2012
37 In Diagram 8, PQS is a straight line. 39 In Diagram 10, PQR is a straight line.
Diagram 8 Diagram 10
Find the length, in cm, of ST. Given that QS = 12. Find the length, in cm,
A 101 C 900 of RS.
B 781 D 1 919 A 9.4 C 17.4
B 13.4 D 21.4
38 In Diagram 9, ABCD is a rectangle and
EFGH is a square. 40 In Diagram 11, PQRS is a trapezium.
Diagram 11
Diagram 9
Given that RT = 16 cm. Find the area, in
Find the perimeter of the shaded region, in cm2, of the shaded region.
cm. A 420 C 840
A 40 C 48 B 570 D 1 680
B 43 D 52
Answer:
1B 2B 3C 4A 5C
6B 7A 8A 9D 10 C
1 9 17 11 A 25 12 B 13 C 33 14 C 15 B
16 D 17 A 18 D 19 D 20 C
2 10 18 21 A 26 22 B 23 A 34 24 A 25 D
3 11 19 26 B 27 27 C 28 B 35 29 D 30 A
31 D 32 C 33 A 34 D 35 C
4 12 20 36 C 28 37 D 38 C 36 39 C 40 C
5 13 21 29 37
6 14 22 30 38
7 15 23 31 39
8 16 24 32 40
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