NCERT MCQ Solutions for Class 5 Maths Mela Chapter 11 Grandmother’s Quilt for Session 2025-26 help students learn with fun. These include simple and useful questions. They cover area, perimeter and shape tiling. All questions are easy to understand. They match the latest syllabus. These MCQs help in quick practice and revision. Students can prepare better for exams. Solving them builds confidence. It makes Maths interesting and enjoyable for Class 5 children.


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Class 5 Maths Mela Chapter 11 MCQ Online Test

Q1. What is the perimeter of a shape?

[A]. The area inside the shape
[B]. The length of the border of a shape
[C]. The number of sides in a shape
[D]. The width of the shape

Q2. If a square has sides of 4 cm each, what is its perimeter?

[A]. 8 cm
[B]. 12 cm
[C]. 16 cm
[D]. 20 cm

Q3. Which shapes can tile a surface without gaps and overlaps?

[A]. Only circles
[B]. Squares, rectangles, and triangles
[C]. Only triangles
[D]. Only squares

Q4. What is the area of a rectangle with length 6 cm and breadth 4 cm?

[A]. 10 square cm
[B]. 20 square cm
[C]. 24 square cm
[D]. 30 square cm

Grandmother’s Quilts Class 5 Maths Mela Chapter 11 MCQs

Students, In Class 5 Maths Mela Chapter 11, we meet Preetha and Adrit’s grandmother who is making a beautiful quilt. To decorate it, she wants to put lace around the border. This gives us the perfect opportunity to learn about perimeter, which is the total length around a shape. When all sides are equal, calculating perimeter becomes simple multiplication. This concept is very useful in real life, like buying lace, ribbon or fencing. When you solve MCQs or quizzes from this chapter, you become quicker at identifying which measurements to use. These objective questions train your mind to solve problems fast and accurately, which helps in exams too.

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Q5. The area of a unit square with sides 1 unit is:

[A]. 2 unit squares
[B]. 1 unit square
[C]. 4 unit squares
[D]. 0.5 unit squares

Q6. If a square has sides of 5 cm, what is its area?

[A]. 20 square cm
[B]. 10 square cm
[C]. 25 square cm
[D]. 15 square cm

Q7. What is the perimeter of a rectangle with length 8 cm and breadth 3 cm?

[A]. 11 cm
[B]. 22 cm
[C]. 24 cm
[D]. 16 cm

Q8. Which method is most convenient for finding the area of regions?

[A]. Using triangular grids
[B]. Using circular grids
[C]. Using square grids
[D]. Using hexagonal grids

Class 5 Maths Mela Chapter 11 MCQs with different Shapes

In another part of Class 5 Maths Mela Chapter 11, Preetha and Adrit cover their tables using different shapes like triangles, circles, squares and rectangles. Some shapes cover the space without any gaps. This teaches us about area, which is the space covered by a shape. We also learn that squares and rectangles are best for covering without gaps. Multiple Choice Questions (MCQs) from this part help you recognize which shapes tile the surface well. These objective-type questions improve your observation skills and make sure you understand the difference between perimeter and area clearly.

Q9. If a rectangular garden has area 64 square meters and length 16 meters, what is its breadth?

[A]. 2 meters
[B]. 4 meters
[C]. 6 meters
[D]. 8 meters

Q10. Do circles tile a surface perfectly?

[A]. Yes, they tile perfectly
[B]. No, they leave gaps
[C]. Only small  circles tile
[D]. Only large circles tile

Q11. What happens to both area and perimeter when you increase the size of a rectangle?

[A]. Both always increase
[B]. Both always decrease
[C]. Area increases, perimeter may vary
[D]. It depends on the specific dimensions

Q12. How many unit squares are needed to measure the area of a 3×4 rectangle?

[A]. 7 squares
[B]. 12 squares
[C]. 14 squares
[D]. 24 squares
Grids based MCQs of Class 5 Maths Mela Chapter 11

Let’s now talk about grids. When Preetha plays with different tiles, she learns to compare areas by placing them on square grids. A square of 1 cm side is called 1 square cm. Using grids helps us compare shapes visually and numerically. This is especially helpful when you draw or cut shapes to find their area. In quizzes and MCQs, questions based on grids sharpen your thinking about which shape is bigger or smaller in terms of area. Practicing these helps you become confident in measuring spaces—just like comparing gardens or floors in real life.

Q13. What is the perimeter formula for a square?

[A]. 2 × side
[B]. 3 × side
[C]. 4 × side
[D]. side × side

Q14. If you arrange square patches in 6 rows of 4 patches each, how many patches do you need?

[A]. 10 patches
[B]. 20 patches
[C]. 24 patches
[D]. 30 patches

Q15. Which objects from the chapter can cover a table completely without gaps?

[A]. Only notebooks
[B]. Rectangular objects like notebooks and textbooks
[C]. Only pencil boxes
[D]. Only circular objects

Q16. What is the area formula for a rectangle?

[A]. Length + Breadth
[B]. Length × Breadth
[C]. 2 × (Length + Breadth)
[D]. Length ÷ Breadth
Revision with Class 5 Maths Mela MCQs

Towards the end of Class 5 Maths Mela Chapter 11, we solve practical problems—like finding the area and perimeter of a classroom, notebook cover or a garden. We also learn formulas like Area = Length × Breadth and Perimeter = 2 × (Length + Breadth). These are very important formulas and appear frequently in MCQs. Solving objective questions based on word problems helps you apply what you’ve learned to real situations. It boosts your problem-solving speed and prepares you for future classes where math becomes more complex. Always attempt chapter quizzes—they make you smarter and more confident in Maths.

Q17. If two shapes have the same area, do they necessarily have the same perimeter?

[A]. Yes, always
[B]. No, they can have different perimeters
[C]. Only if they are squares
[D]. Only if they are rectangles

Q18. In the game described in the chapter, what perimeter do players try to achieve?

[A]. 12 units
[B]. 20 units
[C]. 24 units
[D]. 30 units

Q19. What is the area of a rectangular field with length 42 m and breadth 34 m?

[A]. 1,428 square meters
[B]. 1,328 square meters
[C]. 152 square meters
[D]. 76 square meters

Q20. Why are square grids preferred for measuring area?

[A]. They look prettier
[B]. They have equal sides making calculation easier
[C]. They are the only shapes available
[D]. They are cheaper to make

What are the most important topics to study for scoring well in Class 5 Maths Mela Chapter 11 MCQ?

To score well in Class 5 Maths Mela Chapter 11 MCQ, students must understand two key ideas: perimeter and area. Perimeter is the distance around a shape, while area is the space inside it. This chapter uses fun stories like the grandmother’s quilt to teach these ideas. Students learn how to use formulas like Area = length × breadth and Perimeter = sum of all sides. It’s also important to know how to find area using square grids, where each square represents 1 square unit. MCQs from Class 5 Math Chapter 11 often ask students to pick the correct area or perimeter for given shapes. So, by focusing on basic formulas, shape comparison and real-life uses (like covering a rug or wrapping a gift), students become quick and accurate in solving objective questions.

Why should we solve Class 5 Maths Mela Chapter 11 MCQ?

Solving Class 5 Maths Mela Chapter 11 MCQ questions regularly helps students practice quick decision-making. These objective questions train the brain to pick the right answer in a short time. Many students understand concepts well but struggle to answer quickly during exams. MCQs remove that fear. Regular practice helps children remember formulas like Perimeter = 2 × (length + breadth) and Area = side × side for squares. They also get better at choosing which shapes cover surfaces without leaving gaps—like rectangles and triangles. With each question, students learn how to avoid silly mistakes and how to think logically. It builds their confidence and gives a sense of achievement when they answer correctly. Doing MCQs every day makes Maths easier and prepares them for class tests, olympiads and even puzzles outside the classroom.

What types of questions are mostly seen in Class 5 Maths Mela Chapter 11 MCQ exams?

In Class 5 Maths Mela Chapter 11 MCQ-based exams, most questions focus on basic shapes like rectangles, squares and grids. Students are often asked to calculate the area or perimeter of these shapes. Sometimes, they are shown shapes made of tiles or blocks and must count how many units cover them. Other questions may ask which shape has more area or which shape has equal perimeter but different area. There are also tricky questions where shapes look similar but differ in size. Some MCQs test whether students can identify the correct formula to use. A few questions include real-life examples—like finding the length of lace needed to border a quilt. So, practicing a variety of MCQs is helpful because it builds the habit of thinking fast, choosing wisely and solving correctly under pressure.

How do Class 5 Maths Mela Chapter 11 MCQ help in understanding difference between area and perimeter?

Class 5 Maths Mela Chapter 11 MCQ helps students clearly see the difference between area and perimeter. Perimeter tells us how long the outer line of a shape is, like how much lace you need to go around a quilt. Area is about how much space is inside the shape, like how many square patches it takes to fill a rug. Sometimes students get confused between the two, but solving MCQs makes the difference clear. For example, one MCQ might ask: “What is the area of a 4 cm × 5 cm rectangle?” and another might ask: “What is its perimeter?” These questions help you apply the right formula and build confidence. The more such MCQs you solve, the better you get at spotting which concept is being asked—area or perimeter—without getting mixed up.

What is the best way to prepare for objective-type questions in Class 5 Maths Mela Chapter 11 MCQ?

The best way to prepare for Class 5 Maths Mela Chapter 11 MCQ is by breaking the chapter into small topics and practicing one concept at a time. Start with learning the meaning of area and perimeter. Then, memorize simple formulas like Area = length × breadth and Perimeter = 2 × (length + breadth). Use a notebook to solve at least 4–5 MCQs daily, based on grid questions, real-life objects and comparison problems. Draw the shapes if needed—it helps in visual learning. Check your answers and try to understand why a particular option is correct. Avoid guessing; instead, think through each question. After a week of practice, take a small quiz with 10 MCQs and time yourself. This method builds speed, accuracy and confidence. With practice, you’ll start enjoying these questions and scoring better in class tests.