mat kertas 2

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