Free Printable MATHEMATICS YEAR 6

1.

Which of the following card cannot be converted to a mixed number?

a)

Card W

b)

Card Y

c)

Card X

d)

Card Z

2.

Half million + three quarter million =

a)

1 250 000

b)

1 750 000

c)

1 875 000

d)

1 900 000

3.

$1\frac{7}{10}\ +\ 2\frac{7}{100}\ +\ 3\frac{7}{1000}=$

a)

6

b)

6.7

c)

6.77

d)

6.777

4.

Which of the following is the correct conversion?

a)

8 m 7 cm = 0.87 m

b)

8 m 70 cm = 8.07 m

c)

8 m 75 cm = 8.75 m

d)

8 m 77 cm = 8.077 m

5.

Which of the following is true?

a)

$1\frac{1}{4}hours\ =\ 85$ minutes

b)

$1\frac{2}{3}\ hours\ =\ 100$ minutes

c)

$2\frac{5}{6}hours\ =\ 165$ minutes

d)

$2\frac{9}{10\ }hours\ =\ 175$ minutes

6.

$5\frac{1}{5}decades\ =$

a)

5 years

b)

50 years

c)

52 years

d)

56 years

7.

State the percentage of the number of tomatoes in box B to the number of tomatoes in both boxes.

a)

25%

b)

35%

c)

45%

d)

70%

8.

$Which\ of\ the\ following\ is\ equal\ to\ \frac{3}{20}?$

a)

$\frac{6}{100}$

b)

$\frac{9}{90}$

c)

$\frac{3}{80}$

d)

$\frac{9}{60}$

9.

700 000 + 6 000 + 800 + 2 =

a)

706 082

b)

706 802

c)

760 082

d)

760 802

10.

20 X 6105 =

a)

122 100

b)

122 200

c)

123 000

d)

123 100

11.

$30\ \%\ \div\ \frac{1}{80}\ =$

a)

24

b)

28

c)

32

d)

45

12.

What is the possibility of both pupils saying the prime numbers ?

a)

Equal possibility

b)

Least likely

c)

Impossible

d)

Certainly

13.

11 hours - 7 hours 50 minutes =

a)

3 hours 10 minutes

b)

3 hours 15 minutes

c)

4 hours 15 minutes

d)

4 hours 45 minutes

14.

$6\frac{3}{5\ }kg\ \times\ \ldots\ldots\ldots\ =3.3\ kg$

a)

0.005 kg

b)

0.05 kg

c)

0.5 kg

d)

5 kg

15.

State the shaded region to a mixed number.

a)

$1\frac{1}{2}$

b)

$2\frac{1}{5}$

c)

$1\frac{1}{2}$

d)

$2\frac{1}{2}$

16.

The following are the conversion pairings of million fractions to million decimals. Which of the following pairings is incorrect?

a)

$1\frac{1}{2}million\ =\ 1.5\ million$

b)

$1\frac{3}{4}million\ =\ 1.75\ million$

c)

$1\frac{1}{8}million\ =\ 1.125\ million$

d)

$1\frac{3}{5}million\ =\ 1.3\ million$

17.

RM 100 - 5 625 cents =

a)

RM 43.75

b)

RM 45.25

c)

RM 56.75

d)

RM 66.25

18.

$5.02\ km\ -\ \frac{3}{4}km\ =$

a)

3.81 km

b)

4.21 km

c)

4.27 km

d)

4.32 km

19.

Calculate the mean, in cm, for the 80 cm, 2.20 m, 1.60 m and 40 cm.

a)

125

b)

152

c)

255

d)

420

20.

Which of the following has the largest values?

a)

300% x 10

b)

250% x 100

c)

90% x 1 000

d)

7% x 10 000

21.

A shop produces 500 carrot cakes every day. Every Sunday the shop closed. Calculate the numbers of carrot cakes produced in the month of June.

a)

13 000

b)

15 000

c)

17 000

d)

18 000

22.

Aiman used 2.2 kg of flour. Calculate the probable total number of doughnuts and curry puffs that Aiman had made.

a)

50 doughnuts and 20 curry puffs

b)

50 doughnuts and 50 curry puffs

c)

100 doughnuts and 50 curry puffs

d)

100 doughnuts and 100 curry puffs

23.

$\frac{3}{4}$ million of books were delivered to several bookshops. Each bookshop received 15 000 books. Calculate the number of bookshop received books.

a)

25

b)

35

c)

45

d)

50

24.

There are 250 strawberries and several apples. The number of good apples is 30 less than the number of strawberries. 1/5 of the strawberries are rotten. How many strawberries and apples are still in good condition.

a)

105

b)

320

c)

420

d)

465

25.

Haikal bought 24 bottles of pineapple juices. Siti bought 25% of the pineapple juice bought by Haikal. the price of a bottle of pineapple juice is RM2.50. What is the total price paid by Haikal and Siti.

a)

RM 75

b)

RM 85

c)

RM 95

d)

RM 105

26.

$A\ cupboard\ contains\ 60\ pieces\ of\ shirts.\ \frac{1}{2}$ of the shirts are green. The remaining are yellow and brown shirts. The number of yellow shirts is 50% of the green shirts. Find the number of the brown shirts?

a)

5

b)

10

c)

15

d)

20

27.

The distance between each of the toll plaza is the same. The Rest and Recreation (R&R) is located in the middle between toll plaza K and N. Calculate the distance, in m, of the R&R area from toll plaza.

a)

18 375

b)

20 375

c)

25 650

d)

32 700

28.

The price of a keyboard is RM 320. A company spent RM 0.16 million to buy the keyboard as a gift to its employees. Find the number of keyboards bought by the company.

a)

500

b)

800

c)

1 000

d)

3 200

29.

ONUS is a square meanwhile NSE is a triangle. Find the area, in cm², of the whole diagram.

a)

144

b)

188

c)

210

d)

216

30.

Find the ratio of the area of the shaded region to the unshaded region.

a)

1 : 2

b)

2 : 3

c)

4 : 21

d)

21 : 4

31.

Encik Hisham saved RM 2 000 in a bank A and RM 1 000 in bank B. Calculate the total sum of money that Encik Hisham saved after a year.

a)

RM 3 100

b)

RM 3 900

c)

RM 4 200

d)

RM 5 440

32.

Syamil's height is 136 cm. Hamzah's height is 18 cm shorter than Syamil. Zarif's height is the mean of Syamil's and Hamzah's heights. Calculate the total height, in cm, of the 3 boys.

a)

381

b)

395

c)

405

d)

551

33.

The volume of the cube is 8 cm³. The length of the cuboid is 325% of the length of the cube. Calculate the volume, in cm³, of the cuboid.

a)

26

b)

28

c)

32

d)

34

34.

Find the duration Ishmah took to do the activities.

a)

2 hours 55 minutes

b)

3 hours 40 minutes

c)

4 hours 55 minutes

d)

5 hours 40 minutes

35.

An orchard sells 600 oranges within 2 days. Calculate the number of similar boxes needed for sale over two weeks.

a)

300

b)

350

c)

380

d)

400

36.

Calculate the total mass, in g, of two packets salt.

a)

4 200

b)

4 800

c)

5 500

d)

6 000

37.

The diagram of the shaded parts that represents the decimal number on the card is

a)

b)

c)

d)

38.

The following above is a statement of location of several places on a Cartesian plane.

State the coordinate school.

a)

(0,5)

b)

(3,5)

c)

(5,8)

d)

(10,8)

39.

The volume of water in beaker R is 600 ml more than the volume of water in beaker Q. Which of the following bar chart shows the correct volume of water in three beakers?

a)

b)

c)

d)

40.

A total of 40 000 tickets were offered for a sale for a tennis match. 4 hours before the match, only 28 555 tickets were sold. Which of the following shows the correct calculation to calculate the balance of the unsold tickets?

a)

40 000 + 28 555 = 68 555

b)

40 000 - 28 555 = 11 445

c)

$40\ 000\ \div\ 4\ =\ 10\ 000$

d)

40 000 X 4 = 80 000

MATHEMATICS YEAR 6 - JULY ASSESSMENT

Total questions: 40

Worksheet time: 1hrs 10mins

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