Class 4th Mathematics ( Maths Mela ) Worksheet Solutions

Q1: Multiple Choice Questions

1. Which digit is in the thousands place in the number 5,672?
a) 5
b) 6
c) 7
d) 2

Answer: a) 5

Explanation: The number is 5,672. The first digit from the left is in the thousands place. So, 5 is in the thousands place.

2. What is the correct expanded form of 3,045?
a) 300 + 40 + 5
b) 3,000 + 400 + 5
c) 3,000 + 40 + 5
d) 30,000 + 400 + 5

Answer: c) 3,000 + 40 + 5

Explanation: In 3,045 → 3 is in the thousands, 0 is in the hundreds, 4 is in the tens, and 5 is in the ones.

3. Which of the following numbers is the largest?
a) 2,099
b) 2,909
c) 2,990
d) 2,999

Answer: d) 2,999

Explanation: 2,999 is the biggest because it is just one less than 3,000.

4. How many hundreds are there in 1,500?
a) 5
b) 15
c) 150
d) 1,500

Answer: b) 15

Explanation: 1,500 ÷ 100 = 15. That means there are 15 hundreds in 1,500.

Q2: Answer the Following Questions

5. Write the place value of the digit 3 in 7,832.
Answer: Tens place (30). In 7,832, the 3 is in the tens place, so its value is 3 × 10 = 30.

6. Form the smallest 4-digit number using the digits 4, 0, 9, 2 without repetition.
Answer: 2,049. The smallest digit (other than 0) should be in the thousands place. So, we use 2 first.

7. Regroup 2,563 as thousands + hundreds + tens + ones.
Answer: 2,000 + 500 + 60 + 3.

8. Use >, <, or = to compare: 4,321 ___ 4,231.
Answer: 4,321 > 4,231. Compare the hundreds place — 3 is more than 2.

9. Complete the pattern: 1,250, 1,500, 1,750, ___.
Answer: 2,000 (increasing by 250).

10. Convert 6,208 into expanded form.
Answer: 6,000 + 200 + 8.

Q3: Word Problems

11. A library has 2,345 books. If 1,230 books are fiction, how many are non-fiction?

Answer: 2,345 – 1,230 = 1,115 non-fiction books.

12. In the number 8,765, the digit 6 represents a value greater than its actual place. How?
Answer: It represents 60 (tens place), not 6 (ones).

13. A school has 1,800 students. If 30 students fit in a bus, how many buses are needed?
Answer: 1,800 ÷ 30 = 60 buses.

14. Represent 2,000 and 2,500 on a number line. What is the difference between them?
Answer: 500 (2,500 – 2,000).

15. Write 5,67,890 in words using the Indian number system.
Answer: Five lakh sixty-seven thousand eight hundred ninety.

16. How many hundreds blocks are needed to represent 3,700?
Answer: 37 (3,700 ÷ 100).

17. A sequence starts at 3,000 and decreases by 150 each time. Write the next two terms.
Answer: 2,850, 2,700. 

3,000 – 150 = 2,850 → 2,850 – 150 = 2,700

18. Explain why 4,050 is greater than 4,005 using place value.
Answer: Tens digit (5 > 0).

19. A stadium has 9,999 seats. If 5,678 seats are occupied, how many are empty?

Answer: 9,999 – 5,678 = 4,321 seats

20. Add 2,000 + 300 + 50 + 4. Write the standard form.
Answer: 2,354.

Section A: Multiple Choice Questions

1. Which of the following is an example of an even number?
a) 13
b) 18
c) 21
d) 25

Answer: b) 18

Explanation: 18 is even because it can be divided by 2 without any leftover.

2. If coins are arranged in a flower pattern with 1 coin in the center and 6 coins around it, how many coins are there in total and is it a odd or an even number?
a) 6, even
b) 7. odd
c) 6. odd
d) 7, even

Answer:b) 7, odd

Explanation: 1 coin in the center + 6 coins around it = 7 coins.
7 is an odd number because it can’t be split into 2 equal groups.

3. Which of the following numbers is odd?
a) 24
b) 30
c) 35
d) 42

Answer: c) 35  

Explanation: 35 is odd because it does not divide evenly by 2.

Section B: Answer the Following Questions

4. List the odd numbers between 10 and 20.
Answer: 11, 13, 15, 17, 19

5. Complete the pattern: 4, 8, 12, __, 20.
Answer: 16

6. If you have 4 notes of  ₹10  and 5 coins of  ₹2, what is the total amount?

Answer: 4 notes of 10 = 4 x ₹10 = ₹40
5 coins of ₹2 = 5 x ₹2 = ₹10
Total amount = ₹40 + ₹10 = ₹50

7. Can 16 balls be divided equally into 2 groups? If yes, how many in each group?

Answer: Yes, 16 balls can be divided equally into 2 groups.

• We can use division to solve this: 16 ÷ 2.
• 16 divided by 2 equals 8.

8. Make two-digit numbers using digits 2 and 7 and identify a 2-digit even number.
Answer: We can make two numbers 27 and 72, using 2 and 7.
Now out of these two, 72 is an even number.

9. What is the 5th term in the pattern: 3, 6, 9, 12, ___?
Answer: 15
The terms are: 3 (1st), 6 (2nd), 9 (3rd), 12 (4th).
Each term increases by 3:

• 3 + 3 = 6
• 6 + 3 = 9
• 9 + 3 = 12 So, to get the 5th term, we add 3 to the 4th term:
• 12 + 3 = 15

Section C: Word Problems

10. Raju arranges 12 coins in a rectangle with 3 coins in each row. How many rows are there?
Answer: 4 rows 
Raju has 12 coins.
Each row has 3 coins.
We divide the total coins by the coins per row: 12 ÷ 3 = 4.

11. Sita has 23 pencils. Can she share them equally between 2 friends? Answer: No, 23 is odd and leaves 1 pencil unshared.
Hence it cannot be shared.

12. Describe how to arrange 9 coins in a flower pattern (1 center + surrounding coins).
Answer: 1 center coin + 8 outer coins.
13.  Find odd and even numbers from the given image.
Answer: 
Odd Numbers: 3, 13, 19, 5, 11
Even Numbers: 8, 26, 12, 30 

14. If 30 students are to be divided into groups of 5, how many groups are formed?
Answer: 6 groups.

• To figure out how many groups we can make, we divide the total number of students by the number of students per group: 30 ÷ 5.
• 30 ÷ 5 = 6.
• So, we can form 6 groups.

Section A: Guess the View

Q1. A child saw a chair from above. What type of view is it?

Ans: Top View

Q2. Which view will show the legs of a table?

Ans: Side View or Front View

Q3. Tell the view type of given objects:

Ans: 

When we look from above, we see the flat top of things.
From the side, we see the shape or height.
From the front, we see what is in front of our eyes, like a face.

Section B: Map Walkers

Q4. From the Music Room , which is the shortest route to the Mr. Green’s Room?

Ans: From Musical Room to Main office and then to Mr. Green’s Room.

Q5. If Vaibhav goes from the playground to the Gym, and Vanshika goes to the Miss FAY’s Room, whose route is shorter? Explain why.

Ans: Vaibhav’s Route: Playground → Gym
Vanshika’s Route: Playground → Gym → Main Office → MISS FAY’S Room

Vaibhav’s route is shorter because Gym is closer to the playground.

Q6. The water delivery man enters from Art Room. Guide him to reach the Cafeteria.

Ans: From Art Room go straight to Main Office and then turns right.

Section C: Grid Puzzle

Q7. Fill the 4×4 grid using these clues:

• Ball at bottom left
• Pencil at top right
• Water bottle in second row and third column
• Eraser at top left

Ans:

Q8. Imagine you are in a 3×3 grid. You are at the middle square. Follow these directions:

“Move one step right, then one step down.”
Where are you now?

Ans: 

At Row 1, Column 3

Section D: Identify the Object

Q9. Identify the object and its view:

A circular shape with a small cap on top, no visible base, and looks flat.

Ans: Object: Water Bottle, View: Top View

From above, a water bottle looks like a circle with a small cap in the middle. You can’t see the base because you’re looking from the top. So, it’s a top view of a water bottle.

Q10. This object looks like:

• Circle from top
• Triangle from side

What is the object?

Ans: Cone

Section A: Multiple Choice Questions

1. Which of the following shapes has no vertex?
A. Cube
B. Cone
C. Cylinder
D. Sphere

Answer: Sphere (D)
Explanation: A sphere is completely round and has no corners or vertices.

2. Which of these objects can roll and slide?
A. Ball
B. Cone
C. Book
D. Dice

Answer: Cone (B)
Explanation: A cone can roll on its curved surface and slide on its flat face.

3. How many edges does a cuboid have?
A. 6
B. 8
C. 12
D. 10

Answer: 12 (C)
Explanation: A cuboid has 12 edges.

4. Which shape has 1 curved surface and 1 circular face?
A. Cone
B. Cylinder
C. Sphere
D. Cuboid

Answer: Cone (A)
Explanation: A cone has exactly one circular flat face and one curved surface.

Section B: Fill in the Blanks

5. Number of faces in a cube = 6

6. Number of edges in a cuboid = 12

7. Number of corners in a cone = 1

8. Total number of curved surfaces in 3 cylinders = 3 (1 curved surface per cylinder × 3)

9. A cylinder has how many faces + edges + corners (add total) = 3 
(2 flat faces + 1 curved face + 0 edges + 0 corners = 3)

10. Number of square faces in 2 dice = 12 (6 square faces × 2 dice)

Section C: Match the following

11.

Answer: 

Section D: Word Problems

12. Tara made a building using 3 cubes and 2 cuboids. Find the total number of faces, edges, and corners in her model.

Answer: Faces: Cube (6×3 = 18), Cuboid (6×2 = 12). Total = 30
Edges: Cube (12×3 = 36), Cuboid (12×2 = 24). Total = 60
Corners: Cube (8×3 = 24), Cuboid (8×2 = 16). Total = 40

13. A cold drink can is in the shape of a cylinder. Does it have any corners? How many faces does it have?

Answer: No, it has 0 corners. 
It has 3 faces (1 curved face, 2 circular flat faces).

14. You have a cylinder open from the top and the bottom. If you open it like a mat, what shape do you see? 

Answer:  If we opened it like a mat , we will get a rectangle.

15. Your classroom dustbin is in the shape of a cylinder. Find the number of flat and curved surfaces.

Answer: A cylindrical dustbin has 2 flat surfaces and 1 curved surface.

16. Which shape has more corners: a cube or a cone?

Answer: A cube has more corners (8 corners). A cone has only 1 corner at the tip
Hence, A cube has more corners than a cone.