Page 1
Previous Year Paper (2022-23)
Class 6 (Set - A)
Time Allowed: 1 hour Maximum Marks: 60
• Additional 10 minutes will be allotted to fill up information on the OMR Sheet, before
the start of the exam.
• Fill in all the mandatory fields clearly on the OMR Sheet.
• There are a total of 50 questions in this booklet comprising 2 sections namely the
Practical Mathematics & Achievers' Section consisting of 40 questions (1 mark
each) & 10 questions (2 marks each) respectively.
• There is no negative marking. The use of a calculator is not permitted.
• There is only ONE correct option to a given question.
• Use HB Pencil / Ball point pen (Blue / Black) only for marking the correct choice of
answers on the OMR Sheet.
• Rough work is to be done in the space provided in the test booklet. Extra plain sheet
may be provided by the school for the rough work.
• The OMR Sheet is to be handed over to the invigilator at the end of the exam.
• No candidate is allowed to carry any textual material, printed or written, bits of paper,
any electronic device, digital watches, etc. inside the examination hall.
• The use of unfair means may result in the cancellation of the exam.
DO NOT OPEN THIS BOOKLET UNTIL ASKED TO DO SO
Candidate Name: _______________________________________________
Class: _________ Section: ________________________________________
CREST ID: _____________________________________________________
FILL IN THE DETAILS
Page 2
Previous Year Paper (2022-23)
Class 6 (Set - A)
Time Allowed: 1 hour Maximum Marks: 60
• Additional 10 minutes will be allotted to fill up information on the OMR Sheet, before
the start of the exam.
• Fill in all the mandatory fields clearly on the OMR Sheet.
• There are a total of 50 questions in this booklet comprising 2 sections namely the
Practical Mathematics & Achievers' Section consisting of 40 questions (1 mark
each) & 10 questions (2 marks each) respectively.
• There is no negative marking. The use of a calculator is not permitted.
• There is only ONE correct option to a given question.
• Use HB Pencil / Ball point pen (Blue / Black) only for marking the correct choice of
answers on the OMR Sheet.
• Rough work is to be done in the space provided in the test booklet. Extra plain sheet
may be provided by the school for the rough work.
• The OMR Sheet is to be handed over to the invigilator at the end of the exam.
• No candidate is allowed to carry any textual material, printed or written, bits of paper,
any electronic device, digital watches, etc. inside the examination hall.
• The use of unfair means may result in the cancellation of the exam.
DO NOT OPEN THIS BOOKLET UNTIL ASKED TO DO SO
Candidate Name: _______________________________________________
Class: _________ Section: ________________________________________
CREST ID: _____________________________________________________
FILL IN THE DETAILS
1
1. Match the following:
List I List II
P. Distributive
property
shows
1. 98 x (25 x
40) = (98 x
25) x 40
Q. Associative
property
shows
2. (48 x 100 +
48 x 2) = 48
x (100 + 2)
R. Commutativ
e property
shows
3. 1
S. Multiplicativ
e identity for
whole
numbers is
4. 25 + 63 =
63 + 25
a. P - 1, Q - 3, R - 4, S - 2
b. P - 2, Q - 4, R - 1, S -3
c. P - 2, Q - 1, R - 4, S - 3
d. P - 3, Q - 1, R - 4, S - 2
2. Look at the image given below. The
integers represented by S and T on the
given number line are:
a. -14 and 7 b. -14 and 2
c. -8 and 14 d. -14 and 14
3. Anna was learning prime numbers. She
is curious to know least prime number
with consecutive digits.
The least prime number having
consecutive digits is:
a. 43 b. 19
c. 53 d. 23
4. Fill in the blank:
x bananas are distributed among 8
children equally. Each child gets
________ bananas.
a. 8x b. x + 8
c.
x
8
d. x - 8
5. Which is the least number of 5 digits
exactly divisible by each of 3, 4, 5, 6, 7
and 8?
a. 90240 b. 10080
c. 99960 d. 100000
6. Two-third of a number and
25
216
of its
reciprocal are equal. What is the
number?
a.
25
144
b.
5
12
c.
144
25
d.
12
5
7. Diana does sand drawings. She
purchased 12 sandbags, each
weighing
4563
100
kg. How much will it
weigh in total?
a. 547.56 kg b. 5475.6 kg
c. 589.56 kg d. 5895.6 kg
8. Andrea wants to know the answer for
the given equation.
a - [a + {a + b - 2a - (-a - 2b)} - b] is
equal to:
a. 4a + b b. 4a - 2b
c. 0 d. -2b
9. Duke has simplified the following
equation and got the final answer.
3(x + 2) + 5x - 7
What is the answer of the above
equation after the simplification is
done?
Practical Mathematics (Each Question is 1 Mark)
Page 3
Previous Year Paper (2022-23)
Class 6 (Set - A)
Time Allowed: 1 hour Maximum Marks: 60
• Additional 10 minutes will be allotted to fill up information on the OMR Sheet, before
the start of the exam.
• Fill in all the mandatory fields clearly on the OMR Sheet.
• There are a total of 50 questions in this booklet comprising 2 sections namely the
Practical Mathematics & Achievers' Section consisting of 40 questions (1 mark
each) & 10 questions (2 marks each) respectively.
• There is no negative marking. The use of a calculator is not permitted.
• There is only ONE correct option to a given question.
• Use HB Pencil / Ball point pen (Blue / Black) only for marking the correct choice of
answers on the OMR Sheet.
• Rough work is to be done in the space provided in the test booklet. Extra plain sheet
may be provided by the school for the rough work.
• The OMR Sheet is to be handed over to the invigilator at the end of the exam.
• No candidate is allowed to carry any textual material, printed or written, bits of paper,
any electronic device, digital watches, etc. inside the examination hall.
• The use of unfair means may result in the cancellation of the exam.
DO NOT OPEN THIS BOOKLET UNTIL ASKED TO DO SO
Candidate Name: _______________________________________________
Class: _________ Section: ________________________________________
CREST ID: _____________________________________________________
FILL IN THE DETAILS
1
1. Match the following:
List I List II
P. Distributive
property
shows
1. 98 x (25 x
40) = (98 x
25) x 40
Q. Associative
property
shows
2. (48 x 100 +
48 x 2) = 48
x (100 + 2)
R. Commutativ
e property
shows
3. 1
S. Multiplicativ
e identity for
whole
numbers is
4. 25 + 63 =
63 + 25
a. P - 1, Q - 3, R - 4, S - 2
b. P - 2, Q - 4, R - 1, S -3
c. P - 2, Q - 1, R - 4, S - 3
d. P - 3, Q - 1, R - 4, S - 2
2. Look at the image given below. The
integers represented by S and T on the
given number line are:
a. -14 and 7 b. -14 and 2
c. -8 and 14 d. -14 and 14
3. Anna was learning prime numbers. She
is curious to know least prime number
with consecutive digits.
The least prime number having
consecutive digits is:
a. 43 b. 19
c. 53 d. 23
4. Fill in the blank:
x bananas are distributed among 8
children equally. Each child gets
________ bananas.
a. 8x b. x + 8
c.
x
8
d. x - 8
5. Which is the least number of 5 digits
exactly divisible by each of 3, 4, 5, 6, 7
and 8?
a. 90240 b. 10080
c. 99960 d. 100000
6. Two-third of a number and
25
216
of its
reciprocal are equal. What is the
number?
a.
25
144
b.
5
12
c.
144
25
d.
12
5
7. Diana does sand drawings. She
purchased 12 sandbags, each
weighing
4563
100
kg. How much will it
weigh in total?
a. 547.56 kg b. 5475.6 kg
c. 589.56 kg d. 5895.6 kg
8. Andrea wants to know the answer for
the given equation.
a - [a + {a + b - 2a - (-a - 2b)} - b] is
equal to:
a. 4a + b b. 4a - 2b
c. 0 d. -2b
9. Duke has simplified the following
equation and got the final answer.
3(x + 2) + 5x - 7
What is the answer of the above
equation after the simplification is
done?
Practical Mathematics (Each Question is 1 Mark)
2
a. 0 b. 2x
c. 8x - 1 d. x – 1
10. The solution of the equation 10 - 3y = 1
is:
a. y = 0 b. y = 1
c. y = 2 d. y = 3
11. A village has a population of 4640
persons, out of which 25% are voters.
In an election, if 15% of voters did not
vote, then how many voters cast their
votes?
a. 1160 b. 2784
c. 696 d. 986
12. Albert owns a branded cloth designer
and sale shop in his place. The cost of
a shirt in his shop after 15% deduction
is $102. What is the cost of the shirt
before deduction?
a. $115 b. $117
c. $120 d. $125
13. Based on the angle measure given,
which triangle is not acute?
a. 35°, 69°, 76°
b. 60°, 60°, 60°
c. 88°, 46°, 46°
d. 90°, 45°, 45°
14. The measures of the angles of a
triangle are in the ratio 4: 5: 9. The
triangle is:
a. An acute angled triangle
b. A right-angled triangle
c. An obtuse angled triangle
d. Equilateral triangle
15. What is the distance covered by cattle
around a field of 120 m length and 80
m width?
a. 400 m b. 300 m
c. 200 m d. 100 m
16. A soap cake is of size 8 cm x 5 cm x 4
cm. The number of such soap cakes
that can be packed in a box measuring
56 cm x 35 cm x 28 cm is:
a. 49 b. 196
c. 243 d. 343
17. A wire when bent in the form of a
square encloses an area of 484 sq. cm.
What will be the enclosed area when
the same wire is bent into the form of
circle? (p = 22/7)
a. 462 sq. cm b. 539 sq. cm
c. 616 sq. cm d. 693 sq. cm
18. The ratio of Alex's age to that of his
younger brother is 7:5, If his younger
brother is 15 years old, then Alex's age
in year is:
a. 18 years b. 17 years
c. 21 years d. 28 years
19. The flour in a bag is divided into three
portions according to the ratio of 4: 6:
9. If the smallest portion is 28 kg, how
much is the biggest portion?
a. 54 kg b. 63 kg
c. 72 kg d. 98 kg
20. Max and Lucy were studying integers,
they both had taken two numbers
randomly and written it in the form
shown below.
38 + 83 = 83 + 38 is an example of:
a. Commutative property
b. Associative property
c. Closure property
d. Distributive property
21. Which of the following shows the
maximum rise in temperature?
Page 4
Previous Year Paper (2022-23)
Class 6 (Set - A)
Time Allowed: 1 hour Maximum Marks: 60
• Additional 10 minutes will be allotted to fill up information on the OMR Sheet, before
the start of the exam.
• Fill in all the mandatory fields clearly on the OMR Sheet.
• There are a total of 50 questions in this booklet comprising 2 sections namely the
Practical Mathematics & Achievers' Section consisting of 40 questions (1 mark
each) & 10 questions (2 marks each) respectively.
• There is no negative marking. The use of a calculator is not permitted.
• There is only ONE correct option to a given question.
• Use HB Pencil / Ball point pen (Blue / Black) only for marking the correct choice of
answers on the OMR Sheet.
• Rough work is to be done in the space provided in the test booklet. Extra plain sheet
may be provided by the school for the rough work.
• The OMR Sheet is to be handed over to the invigilator at the end of the exam.
• No candidate is allowed to carry any textual material, printed or written, bits of paper,
any electronic device, digital watches, etc. inside the examination hall.
• The use of unfair means may result in the cancellation of the exam.
DO NOT OPEN THIS BOOKLET UNTIL ASKED TO DO SO
Candidate Name: _______________________________________________
Class: _________ Section: ________________________________________
CREST ID: _____________________________________________________
FILL IN THE DETAILS
1
1. Match the following:
List I List II
P. Distributive
property
shows
1. 98 x (25 x
40) = (98 x
25) x 40
Q. Associative
property
shows
2. (48 x 100 +
48 x 2) = 48
x (100 + 2)
R. Commutativ
e property
shows
3. 1
S. Multiplicativ
e identity for
whole
numbers is
4. 25 + 63 =
63 + 25
a. P - 1, Q - 3, R - 4, S - 2
b. P - 2, Q - 4, R - 1, S -3
c. P - 2, Q - 1, R - 4, S - 3
d. P - 3, Q - 1, R - 4, S - 2
2. Look at the image given below. The
integers represented by S and T on the
given number line are:
a. -14 and 7 b. -14 and 2
c. -8 and 14 d. -14 and 14
3. Anna was learning prime numbers. She
is curious to know least prime number
with consecutive digits.
The least prime number having
consecutive digits is:
a. 43 b. 19
c. 53 d. 23
4. Fill in the blank:
x bananas are distributed among 8
children equally. Each child gets
________ bananas.
a. 8x b. x + 8
c.
x
8
d. x - 8
5. Which is the least number of 5 digits
exactly divisible by each of 3, 4, 5, 6, 7
and 8?
a. 90240 b. 10080
c. 99960 d. 100000
6. Two-third of a number and
25
216
of its
reciprocal are equal. What is the
number?
a.
25
144
b.
5
12
c.
144
25
d.
12
5
7. Diana does sand drawings. She
purchased 12 sandbags, each
weighing
4563
100
kg. How much will it
weigh in total?
a. 547.56 kg b. 5475.6 kg
c. 589.56 kg d. 5895.6 kg
8. Andrea wants to know the answer for
the given equation.
a - [a + {a + b - 2a - (-a - 2b)} - b] is
equal to:
a. 4a + b b. 4a - 2b
c. 0 d. -2b
9. Duke has simplified the following
equation and got the final answer.
3(x + 2) + 5x - 7
What is the answer of the above
equation after the simplification is
done?
Practical Mathematics (Each Question is 1 Mark)
2
a. 0 b. 2x
c. 8x - 1 d. x – 1
10. The solution of the equation 10 - 3y = 1
is:
a. y = 0 b. y = 1
c. y = 2 d. y = 3
11. A village has a population of 4640
persons, out of which 25% are voters.
In an election, if 15% of voters did not
vote, then how many voters cast their
votes?
a. 1160 b. 2784
c. 696 d. 986
12. Albert owns a branded cloth designer
and sale shop in his place. The cost of
a shirt in his shop after 15% deduction
is $102. What is the cost of the shirt
before deduction?
a. $115 b. $117
c. $120 d. $125
13. Based on the angle measure given,
which triangle is not acute?
a. 35°, 69°, 76°
b. 60°, 60°, 60°
c. 88°, 46°, 46°
d. 90°, 45°, 45°
14. The measures of the angles of a
triangle are in the ratio 4: 5: 9. The
triangle is:
a. An acute angled triangle
b. A right-angled triangle
c. An obtuse angled triangle
d. Equilateral triangle
15. What is the distance covered by cattle
around a field of 120 m length and 80
m width?
a. 400 m b. 300 m
c. 200 m d. 100 m
16. A soap cake is of size 8 cm x 5 cm x 4
cm. The number of such soap cakes
that can be packed in a box measuring
56 cm x 35 cm x 28 cm is:
a. 49 b. 196
c. 243 d. 343
17. A wire when bent in the form of a
square encloses an area of 484 sq. cm.
What will be the enclosed area when
the same wire is bent into the form of
circle? (p = 22/7)
a. 462 sq. cm b. 539 sq. cm
c. 616 sq. cm d. 693 sq. cm
18. The ratio of Alex's age to that of his
younger brother is 7:5, If his younger
brother is 15 years old, then Alex's age
in year is:
a. 18 years b. 17 years
c. 21 years d. 28 years
19. The flour in a bag is divided into three
portions according to the ratio of 4: 6:
9. If the smallest portion is 28 kg, how
much is the biggest portion?
a. 54 kg b. 63 kg
c. 72 kg d. 98 kg
20. Max and Lucy were studying integers,
they both had taken two numbers
randomly and written it in the form
shown below.
38 + 83 = 83 + 38 is an example of:
a. Commutative property
b. Associative property
c. Closure property
d. Distributive property
21. Which of the following shows the
maximum rise in temperature?
3
a. 0°C to 10°C
b. -4°C to 8°C
c. -15°C to -8°C
d. -7°C to 0°C
22. How many prime numbers are there
between 30 and 70?
a. 9 b. 11
c. 12 d. 13
23. If
1
2
:
1
3
: :
1
4
: x, then the value of x is:
a.
1
8
b.
1
6
c.
1
12
d.
1
16
24. Robertson deposited $2050 in a bank
and in the month of January he
withdrew $410 from his account on the
last date of the month. Find the ratio of
money withdrawn to the remaining
amount in the bank.
a. 1 : 5 b. 1 : 4
c. 1 : 3 d. 1 : 2
25. Which of the following options is same
as 15% of 50?
a. 50% of 30 b. 100% of 30
c. 7.5% of 25 d. 100% of 7.5
26. Which of the following can have infinite
lines of symmetry?
A. Ellipse
B. Circle
C. Rhombus
D. Line segment
a. A, B b. B, C
c. A, C d. B, D
27. Lucy purchased 15 sweets from the
sweet shop and intends to divide them
between Mike and Sonu so that they
each receive 20% and 80% of them.
How many sweets did Mike and Sonu
each receive?
a. 5 sweets to Mike and 12 sweets to
Sonu
b. 4 sweets to Mike and 10 sweets to
Sonu.
c. 3 sweets to Mike and 12 sweets to
Sonu.
d. 7 sweets to Mike and 11 sweets to
Sonu.
28. In a school with 3300 students, there
are 102 teachers. Find the ratio of the
number of teachers to the number of
students.
a. 15 : 250 b. 17 : 550
c. 19 : 200 d. 21: 500
29. In one season, a local cricket team
played 20 matches. It won 25% of the
matches. How many games have they
won?
a. 7 b. 5
c. 3 d. 1
30. Serel and Duke were solving questions
from their workbook to learn about
parallel and perpendicular lines. They
come across the following question.
Identify the alternate angle to ?d and
?g?
a. ?e and ?b b. ?e and ?a
c. ?a and ?b d. ?e and ?h
31. Which of the following statements is
true with respect to ray?
i. A ray is a portion of a line.
ii. A ray of light from the torch is an
example of a ray.
iii. A ray will start from an initial point
and stop at the end point.
Page 5
Previous Year Paper (2022-23)
Class 6 (Set - A)
Time Allowed: 1 hour Maximum Marks: 60
• Additional 10 minutes will be allotted to fill up information on the OMR Sheet, before
the start of the exam.
• Fill in all the mandatory fields clearly on the OMR Sheet.
• There are a total of 50 questions in this booklet comprising 2 sections namely the
Practical Mathematics & Achievers' Section consisting of 40 questions (1 mark
each) & 10 questions (2 marks each) respectively.
• There is no negative marking. The use of a calculator is not permitted.
• There is only ONE correct option to a given question.
• Use HB Pencil / Ball point pen (Blue / Black) only for marking the correct choice of
answers on the OMR Sheet.
• Rough work is to be done in the space provided in the test booklet. Extra plain sheet
may be provided by the school for the rough work.
• The OMR Sheet is to be handed over to the invigilator at the end of the exam.
• No candidate is allowed to carry any textual material, printed or written, bits of paper,
any electronic device, digital watches, etc. inside the examination hall.
• The use of unfair means may result in the cancellation of the exam.
DO NOT OPEN THIS BOOKLET UNTIL ASKED TO DO SO
Candidate Name: _______________________________________________
Class: _________ Section: ________________________________________
CREST ID: _____________________________________________________
FILL IN THE DETAILS
1
1. Match the following:
List I List II
P. Distributive
property
shows
1. 98 x (25 x
40) = (98 x
25) x 40
Q. Associative
property
shows
2. (48 x 100 +
48 x 2) = 48
x (100 + 2)
R. Commutativ
e property
shows
3. 1
S. Multiplicativ
e identity for
whole
numbers is
4. 25 + 63 =
63 + 25
a. P - 1, Q - 3, R - 4, S - 2
b. P - 2, Q - 4, R - 1, S -3
c. P - 2, Q - 1, R - 4, S - 3
d. P - 3, Q - 1, R - 4, S - 2
2. Look at the image given below. The
integers represented by S and T on the
given number line are:
a. -14 and 7 b. -14 and 2
c. -8 and 14 d. -14 and 14
3. Anna was learning prime numbers. She
is curious to know least prime number
with consecutive digits.
The least prime number having
consecutive digits is:
a. 43 b. 19
c. 53 d. 23
4. Fill in the blank:
x bananas are distributed among 8
children equally. Each child gets
________ bananas.
a. 8x b. x + 8
c.
x
8
d. x - 8
5. Which is the least number of 5 digits
exactly divisible by each of 3, 4, 5, 6, 7
and 8?
a. 90240 b. 10080
c. 99960 d. 100000
6. Two-third of a number and
25
216
of its
reciprocal are equal. What is the
number?
a.
25
144
b.
5
12
c.
144
25
d.
12
5
7. Diana does sand drawings. She
purchased 12 sandbags, each
weighing
4563
100
kg. How much will it
weigh in total?
a. 547.56 kg b. 5475.6 kg
c. 589.56 kg d. 5895.6 kg
8. Andrea wants to know the answer for
the given equation.
a - [a + {a + b - 2a - (-a - 2b)} - b] is
equal to:
a. 4a + b b. 4a - 2b
c. 0 d. -2b
9. Duke has simplified the following
equation and got the final answer.
3(x + 2) + 5x - 7
What is the answer of the above
equation after the simplification is
done?
Practical Mathematics (Each Question is 1 Mark)
2
a. 0 b. 2x
c. 8x - 1 d. x – 1
10. The solution of the equation 10 - 3y = 1
is:
a. y = 0 b. y = 1
c. y = 2 d. y = 3
11. A village has a population of 4640
persons, out of which 25% are voters.
In an election, if 15% of voters did not
vote, then how many voters cast their
votes?
a. 1160 b. 2784
c. 696 d. 986
12. Albert owns a branded cloth designer
and sale shop in his place. The cost of
a shirt in his shop after 15% deduction
is $102. What is the cost of the shirt
before deduction?
a. $115 b. $117
c. $120 d. $125
13. Based on the angle measure given,
which triangle is not acute?
a. 35°, 69°, 76°
b. 60°, 60°, 60°
c. 88°, 46°, 46°
d. 90°, 45°, 45°
14. The measures of the angles of a
triangle are in the ratio 4: 5: 9. The
triangle is:
a. An acute angled triangle
b. A right-angled triangle
c. An obtuse angled triangle
d. Equilateral triangle
15. What is the distance covered by cattle
around a field of 120 m length and 80
m width?
a. 400 m b. 300 m
c. 200 m d. 100 m
16. A soap cake is of size 8 cm x 5 cm x 4
cm. The number of such soap cakes
that can be packed in a box measuring
56 cm x 35 cm x 28 cm is:
a. 49 b. 196
c. 243 d. 343
17. A wire when bent in the form of a
square encloses an area of 484 sq. cm.
What will be the enclosed area when
the same wire is bent into the form of
circle? (p = 22/7)
a. 462 sq. cm b. 539 sq. cm
c. 616 sq. cm d. 693 sq. cm
18. The ratio of Alex's age to that of his
younger brother is 7:5, If his younger
brother is 15 years old, then Alex's age
in year is:
a. 18 years b. 17 years
c. 21 years d. 28 years
19. The flour in a bag is divided into three
portions according to the ratio of 4: 6:
9. If the smallest portion is 28 kg, how
much is the biggest portion?
a. 54 kg b. 63 kg
c. 72 kg d. 98 kg
20. Max and Lucy were studying integers,
they both had taken two numbers
randomly and written it in the form
shown below.
38 + 83 = 83 + 38 is an example of:
a. Commutative property
b. Associative property
c. Closure property
d. Distributive property
21. Which of the following shows the
maximum rise in temperature?
3
a. 0°C to 10°C
b. -4°C to 8°C
c. -15°C to -8°C
d. -7°C to 0°C
22. How many prime numbers are there
between 30 and 70?
a. 9 b. 11
c. 12 d. 13
23. If
1
2
:
1
3
: :
1
4
: x, then the value of x is:
a.
1
8
b.
1
6
c.
1
12
d.
1
16
24. Robertson deposited $2050 in a bank
and in the month of January he
withdrew $410 from his account on the
last date of the month. Find the ratio of
money withdrawn to the remaining
amount in the bank.
a. 1 : 5 b. 1 : 4
c. 1 : 3 d. 1 : 2
25. Which of the following options is same
as 15% of 50?
a. 50% of 30 b. 100% of 30
c. 7.5% of 25 d. 100% of 7.5
26. Which of the following can have infinite
lines of symmetry?
A. Ellipse
B. Circle
C. Rhombus
D. Line segment
a. A, B b. B, C
c. A, C d. B, D
27. Lucy purchased 15 sweets from the
sweet shop and intends to divide them
between Mike and Sonu so that they
each receive 20% and 80% of them.
How many sweets did Mike and Sonu
each receive?
a. 5 sweets to Mike and 12 sweets to
Sonu
b. 4 sweets to Mike and 10 sweets to
Sonu.
c. 3 sweets to Mike and 12 sweets to
Sonu.
d. 7 sweets to Mike and 11 sweets to
Sonu.
28. In a school with 3300 students, there
are 102 teachers. Find the ratio of the
number of teachers to the number of
students.
a. 15 : 250 b. 17 : 550
c. 19 : 200 d. 21: 500
29. In one season, a local cricket team
played 20 matches. It won 25% of the
matches. How many games have they
won?
a. 7 b. 5
c. 3 d. 1
30. Serel and Duke were solving questions
from their workbook to learn about
parallel and perpendicular lines. They
come across the following question.
Identify the alternate angle to ?d and
?g?
a. ?e and ?b b. ?e and ?a
c. ?a and ?b d. ?e and ?h
31. Which of the following statements is
true with respect to ray?
i. A ray is a portion of a line.
ii. A ray of light from the torch is an
example of a ray.
iii. A ray will start from an initial point
and stop at the end point.
4
a. i and ii only
b. ii and iii only
c. i and iii only
d. i only
32. Fill in the blank:
If you place the pair of 30° - 60° - 90°
set-squares in a different position, you
get a _________.
a. square b. rhombus
c. parallelogram d. trapezium
33. Which of the following statements are
correct?
i. A triangle is formed by three line
segments.
ii. A line segment is not a fixed portion
of a line.
iii. Each centimetre on a ruler is divided
into ten subparts.
a. i only
b. i and ii only
c. i and iii only
d. ii and iii only
34. Which of the following statements are
true?
i. A chord of a circle is a line segment
joining any two points on the circle.
ii. A diameter is the longest chord of
the circle
iii. A sector is the region in the exterior
of a circle enclosed by an arc on one
side and a pair of radii on the other
two sides.
iv. The diameter of a circle divides it
into two semi-circles.
a. i, ii and iii
b. i, ii and iv
c. ii, iii and iv
d. i, ii, iii and iv
35. The length and breadth of a
rectangular swimming pool are 16 and
12 meters respectively. Find the
perimeter of the pool.
a. 50 m b. 56 m
c. 60 m d. 62 m
36. On the eve of Christmas, Paul ordered
a chocolate Christmas cake that was
shaped like a Christmas tree, as seen
in the picture below. The cake's top is
shaped like a triangle. How many
symmetry lines does a triangle have?
a. 4 b. 3
c. 2 d. 1
37. How many symmetry lines does an
isosceles triangle have?
a. 3 b. 2
c. 1 d. 0
38. Fedrick took his family to see the Taj
Mahal, one of the seven wonders of the
world. The Taj Mahal has lines of
symmetry. Tom, Fedrick's son, asked
his father. How many symmetry lines
does the Taj Mahal have?
a. 8 b. 5
c. 3 d. 1
39. Fill in the blank:
The line which divides a line segment
into two equal halves and
perpendicular to it is called as
_____________.
a. line segment
b. perpendicular lines
c. perpendicular bisector
d. angle bisector
40. Angelina drew a few random pictures in
her sketchbook. How many of her
drawings are closed figures?
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