1) The document contains math problems involving numbers, basic operations, fractions, decimals, money, percentages, time, length, mass, volume, 2D and 3D shapes, perimeter and area. 2) The problems include writing numbers in words, rounding numbers, addition, subtraction, multiplication, division, converting between fractions and decimals, calculating percentages, and finding averages, lengths, masses, volumes, perimeters and areas. 3) The questions provide data in tables or diagrams and require calculating, comparing or converting quantities within and between different measurement systems.

1. NUMBERS
1 Write 30 580 in words.
Tuliskan dalam perkataan bagi nombor
30 580.
2 Round of 495 012 to the nearest ten
thousand.
Bundarkan 495 012 kepada puluh ribu
yang terdekat .
3 Write “seventy-three thousand and fifty” in
numerals.
Tulis angka bagi ‘tujuh puluh tiga ribu lima
puluh.
BASIC OPERATIONS
1 5 068 + 547 + 1 542 =
2 83 407 – 945 – 1 826 =
3 6003 x 23 =
MIXED OPERATION
1 1 735 – 689 + 97 =
2 967 + 159 ÷ 3 =
FRACTIONS
1 3
1
+
9
4
=
2 Convert 6
1000
17
to a decimal number.
3 Convert
7
15
to a mixed number.
4 What is the fraction of the shaded region of
the figure?
5 Write in words the fraction which represents
the shaded region of the whole diagram.
4
LATIHAN KERTAS 2

2. DECIMAL
1 State 0057 to fraction.
2 Express 004 to percentage.
3 178 – 8273 =
4 96 – 374 + 852 =
MONEY
1
2 RM9 – 75 sen + RM2.35 =
3 What is the difference in the price of the
two items ?
4 Fuad bought a watch and 4 hats at the cost
of RM93. What is the cost of one hat?
5 RM50 – 265 sen =
PERCENTAGE
1 25% of RM80 is
2 The diagram consits of squares of equal
size. How many of the squares represents
40% of the whole diagram ?
3 What is the percentage of the Perdana cars
in the village X compared to all the
Perdana cars in three villages ?
5
Money RM50 RM10 RM5 RM1 10sen
Quant 3 5 3 4 7
& È
RM45.90 RM299
Item Watch Hat
Price 1 Unit RM59.60
Villages Number Perdana Cars
X 6
Y 14
Z 5

3. 4 Culculate the percentage of the coloured
region of the whole diagram.
AVERAGE
1 The number of resident for hostel R is the
same as P and Q. Calculate the average
number of residents for each hostel.
2 Based on the table, given that the average
of bird X in every zoo is 43. Calculate the
number of bird X in Zoo R .
3 Calculate the average number of eggs sold
in a day.
6
Hostel Number Of Resident
P 50
Q 40
R
Zoo Number Of Bird X
P 7
Q 93
R
S 13
Days Mon Tue Wed
Num eggs 78 125 91

4. TIME & DURATION
1 What is the time 35 minutes after the time
shown ?
2 State the time Ali returns from his night
class in the 24-hour system ?
3 Convert 2235 hours to the 12-hour system.
4 Calculate 5 hours 55 minutes +
4
3
hour.
Write your answer in hours and minutes.
5 Diagram 18 shows the time a football
training starts in a evening.
The training takes 90 minutes to finish.
At what time does the training finish?
LENGTH
1 State in cm, the length of the wooden rod.
2 4
3
of PQ had been paved.
Calculate the length, in m, of the road that
had not been paved
3 Ramu ran a distance of 2ž8 km. Chong ran
a distance of 1ž75 km.
What is the total distance they ran, in km?
4 Calculate 2 m 7 cm ÷ 9 .
Give the answer, in cm .
MASS
1 What is the mass, in kg, of the mango ?
7
6
12
39
6
12
39
6
12
39
6
12
39
6
12
39
6
12
39
P


Q
24ž6 km
P


Q
24ž6 km

5. 2 Calculate 3ž05 kg – 500 g.
State your answer, in g.
3 Vijaya has 3.75 kg of flour. She needs 4.2
kg of flour to bake cakes.
How much more flour, in g, does she
need ?
VOLUME OF LIQUID
1 Volume of water in a bottle is 1ž5 l.
5
2
of
it split.
What is the volume, in m  , of water left
in the bottle ?
2 8ž4  of water is poured equally into
5 bottles. What is the volume, in  , of a
water in each bottle ?
3
4 Calculate 375 ml x 6 .
Give the answer, in l.
2D and 3D
1 Naming this shape.
81 l
2 l
1 l
2 l
The water in the beaker is
poured equally into 4
beakers.
What is the volume of
water, in ml, in each
beaker ?

6. PERIMETER
1 PQRU is a square. RST is an isosceles
triangle with sides, 3 cm. The perimeter of
the region is ……
2
PQRS is a rectangle.
TUV is an equilateral triangle with sides
8 cm
The perimeter of the shaded region is .
AREA
1
ABCE is rectangle.
ADE is right triangle.
Area of shaded region?
2
9
P
Q
T
R
U
S
6 cm
5 cm
P Q
RS TU
V
12 cm
9 cm
3 cm
10 cmA B
CDE
4 cm
7 cm
8 cm
6 cm

7. 3
4
5
10
10 cm
10 cm
12 cm
6 cm
10 cm