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Class 5 Maths Chapter 8 NCERT Solutions: Weight and Capacity

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Stepwise Answers & Diagrams for Class 5 Maths Weight and Capacity

Looking for reliable NCERT Solutions for Class 5 Maths Chapter 8: NCERT Solutions Class 5 Maths Mela Chapter 8 Weight and Capacity? You’re in the right place! Here, you’ll find simple, stepwise answers to every question, explained as per CBSE 2025–26 guidelines.


Get smart with important definitions, diagrams, and tips on using stepwise answers—everything you need to score more in school exams. Our solutions cover exercise-wise questions with free PDF download options for easy revision, both online and offline.


Learn how to structure long answers, avoid common mistakes, and use the CBSE marking scheme for better results. These Class 5 Maths Weight and Capacity solutions are designed to boost your confidence and make learning enjoyable.


Stepwise Answers & Diagrams for Class 5 Maths Weight and Capacity

NCERT Solutions Class 5 Maths Mela Chapter 8 Weight and Capacity (2025-26) – Exercise Solutions

1. Check! Check!


Anu has recorded the weights of the items in her house. Check if she has recorded them correctly by putting a tick against them if they look correct.


  • Iron Almirah – 40 g
    Answer: Incorrect (It should be much heavier, usually in kg).
  • Bed – 60 kg
    Answer: Correct (✔️)
  • Rice Bag – 5 kg
    Answer: Correct (✔️)
  • Sofa – 30 g
    Answer: Incorrect (Should be in kg, not grams).
  • Bucket – 1 kg 800 g
    Answer: Correct (✔️)
  • Water Bottle – 650 g
    Answer: Correct (✔️)
  • Refrigerator – 50 g
    Answer: Incorrect (Should be in kg).

2. Different Units but Same Measure


Bags are weighed on two different weighing balances. One displays weight in kilograms (kg) and the other in grams (g). Match the bags with the same weights.

Weighing Balance 1 (kg) Weighing Balance 2 (g)
5 kg 5,000 g
10 kg 10,000 g
3 kg 3,000 g
6 kg 6,000 g
25 kg 25,000 g
30 kg 30,000 g

Fill in the blanks/number lines:

  • 3 kg, 8 kg, 13 kg, 20 kg, 30 kg
  • 1,000 g, 5,000 g, 8,000 g, 15,000 g, 20,000 g, 25,000 g, 30,000 g
  • 13 kg

3. Let Us Find

  1. Shrenu needs 3 kg 500 g flour. Her kitchen scale only measures in grams. What should her scale show?
    Answer: 3 kg = 3,000 g, so 3 kg 500 g = 3,500 g.
  2. What would be 2 kg 250 g flour in grams?
    Answer: 2 kg = 2,000 g; 2,000 g + 250 g = 2,250 g.
  3. Shamim and Rehan see sugar weighing 5 kg 50 g. How much is it in grams?
    Answer: 5 kg = 5,000 g, so 5,000 g + 50 g = 5,050 g.

4. Conversions

  • 1 kg, 3 kg, 5 kg, 7 kg, 8 kg, 10 kg, 12 kg, 15 kg
  • 2,000 g, 3,000 g, 5,000 g, 1,000 g, 2,500 g, 4,000 g, 8,000 g, 9,000 g, 10,000 g, 12,000 g, 14,000 g, 15,000 g
  1. 7 kg 67 g = 7,067 g
  2. 3 kg 300 g = 3,300 g
  3. 8 kg 69 g = 8,069 g
  4. 10,760 g = 10 kg 760 g
  5. 4,080 g = 4 kg 80 g
  6. 12,042 g = 12 kg 42 g

5. Application

  1. Harpreet's family picnic fruits:
    • Watermelon – 3 kg
    • Pineapple – 1 kg 750 g
    • Apples – 1 kg 250 g
    • Mangoes – 2 kg
    1. Highest weight?
      Watermelon – 3 kg.
    2. Least weight?
      Apples – 1 kg 250 g.
    3. Arrange in descending order of weight.
      Watermelon (3 kg), Pineapple (1 kg 750 g), Mangoes (2 kg), Apples (1 kg 250 g).
  2. Compare weights using <, =, > signs:
    • (a) 1 kg 600 g < 1,700 g (1 kg 600 g = 1,600 g)
    • (b) 1 kg 600 g > 1 kg 60 g (1,600 g > 1,060 g)
    • (c) 10 kg 35 g = 10,035 g
    • (d) 1 kg 600 g < 2 kg 500 g (1,600 g < 2,500 g)
    • (e) 5 kg 50 g > 4 kg 500 g (5,050 g > 4,500 g)
    • (f) 900 g + 7,000 g = 7 kg + 900 g (7,900 g = 7,900 g)

6. Milligram

  1. If a sugar sachet weighs 5g, how much in milligrams?
    Answer: 5 g = 5 × 1,000 mg = 5,000 mg.
  2. An ornament weighs 4 g 100 mg. What in milligrams?
    Answer: 4 g = 4,000 mg; 4,000 mg + 100 mg = 4,100 mg.
  3. A goldsmith’s ornament weighing 10 g 500 mg: ____ mg
    Answer: 10 g = 10,000 mg; 10,000 + 500 = 10,500 mg.

Compare:

  • 20 g > 200 mg (20 g = 20,000 mg)
  • 16 g 50 mg < 50 g 16 mg (16,050 mg < 50,016 mg)
  • 2,010 mg < 2 g 100 mg (2,010 mg < 2,100 mg)
  • 9,000 mg < 90 g (9,000 mg < 90,000 mg)
  • 5,000 g < 7,500 g
  • 800 mg + 88 mg = 880 mg + 8 mg (888 mg = 888 mg)

Did you know?

  • 100 kg = 1 quintal
  • 10 quintals = 1 tonne
  • 1,000 kg = 1 tonne

7. King’s Weight

  • If he donates 800 kg wheat grains this birthday, his current weight = 80 kg.
  • If last year he donated 780 kg, what was his weight last year? 78 kg.
  • How much weight did he gain in a year? 2 kg (80 kg - 78 kg).

8. From Tiny to Big

  • 2 kg 500 g for daily use
  • 1 kg 750 g for Pongal
  • Total rice bought: 2 kg 500 g + 1 kg 750 g = 4 kg 250 g
  • Extra rice for household than Pongal: 2 kg 500 g - 1 kg 750 g = 750 g more

9. Practice Exercises

  1. Restaurant owner uses 5 kg 200 g, 8 kg 900 g, and 12 kg 600 g onions over 3 days. Total weight?
    Answer: 5 kg 200 g + 8 kg 900 g = 14 kg 100 g; 14 kg 100 g + 12 kg 600 g = 26 kg 700 g.
  2. Aarav lifts 2 kg 100 g and 3 kg 950 g apples. Total?
    Answer: 2 kg 100 g + 3 kg 950 g = 6 kg 50 g.
  3. 4 kg 500 g sand used from a 10 kg sack. How much left?
    Answer: 10 kg - 4 kg 500 g = 5 kg 500 g
  4. Rice sack 9 kg 750 g, some used, weighs 3 kg 700 g. How much used?
    Answer: 9 kg 750 g - 3 kg 700 g = 6 kg 50 g
  5. Delivery: 17 kg 900 g (morning) + 12 kg 700 g (afternoon). Total?
    Answer: 17 kg 900 g + 12 kg 700 g = 30 kg 600 g.
  6. Box: 14 kg 750 g. After removing some: 10 kg 500 g. Weight removed?
    Answer: 14 kg 750 g - 10 kg 500 g = 4 kg 250 g
  7. Gurdwara: 65 kg flour purchased, 42 kg 275 g used. Next day 52 kg 500 g bought. Total now?
    Answer: 65 kg - 42 kg 275 g = 22 kg 725 g; 22 kg 725 g + 52 kg 500 g = 75 kg 225 g

10. More Operations on Weight

  1. A farmer has 4 sacks, each 10 kg 500 g. Total weight?
    Answer: 10 kg 500 g × 4 = 42 kg
  2. A box of nuts, 4 kg 800 g, divided into 4 boxes. Weight of each (g)?
    Answer: 4 kg 800 g = 4,800 g; 4,800 ÷ 4 = 1,200 g per box.
  3. 4 people need 500 g rice. How much for 8 people?
    Answer: 500 g × 8 = 4,000 g or 4 kg.
  4. 5 kg of tomatoes costs ₹73. How much for 10 kg?
    Answer: 5 kg = ₹73; for 10 kg, ₹73 × 2 = ₹146.
  5. Nitesh pays for scrap:
    • (a) 16 kg newspaper. ₹8/kg
      Answer: 16 × ₹8 = ₹128
    • (b) 20 kg iron. ₹200 per 10 kg
      Answer: 20 kg = 2 × 10 kg = ₹200 × 2 = ₹400
    • (c) 10 kg plastic. ₹30 per 5 kg
      Answer: 10 kg ÷ 5 kg = 2; ₹30 × 2 = ₹60

11. Measuring Capacity

  1. How much water/milk to make 2 cups of tea?
    Answer: Usually about 1 cup for each = 250 ml × 2 = 500 ml
  2. Is 1 l or 500 ml enough water?
    Answer: 1 l may be more than needed for 2 cups, but enough; 500 ml is just right
  3. A bucket can hold maximum 20 ml. Correct? Which unit is suitable?
    Answer: Incorrect; bucket capacity is measured in litres (l), not ml. Unit should be litre.

12. Big to Small, Small to Big

  1. Ramiz brings a 500 ml bottle, drinks two at school. How much?
    Answer: 500 ml × 2 = 1,000 ml or 1 litre.
  2. Muskaan drinks 3 l/day. How many times refill (500ml bottle)?
    Answer: 3 l = 3,000 ml; 3,000 ÷ 500 = 6 times.

13. The Milkman’s Delivery

  • Bhalerao’s family: 2 l milk/day. Vessel marked in ml. What mark for 2 l?
    Answer: 2,000 ml
Family Milk Delivered/Week (l) Quantity (ml)
Arora’s 8 8,000 ml
Nair’s 14 14,000 ml
Shrivastava’s 12,000
Das’s 20,000
Rao’s 25,000

Dev’s family needs 1 l milk/day, 500 ml more on Sunday.
Sunday: 1,500 ml

14. Let Us Think

  1. Mary and Daisy filled a bottle with 1 l 400 ml water. Capacity in ml?
    Answer: 1 l = 1,000 ml; 1,000 ml + 400 ml = 1,400 ml
    • 3 l 8 ml = 3,008 ml
    • 9 l 90 ml = 9,090 ml
    • 14,075 ml = 14 l 75 ml
    • 8 l 86 ml = 8,086 ml
    • 12,200 ml = 12 l 200 ml
    • 18,350 ml = 18 l 350 ml

15. Let Us Compare

  1. Kiran’s petrol pump: compare fuel for buses/trucks, total quantity, etc.
    Answer: Students should compare based on the given table/data.
  2. Conversions
    • 5 l 600 ml > 5,400 ml (5 l 600 ml = 5,600 ml)
    • 10 l 100 ml > 1 l 600 ml (10,100 ml > 1,600 ml)
    • 190 ml + 800 ml > 800 ml + 109 ml (990 ml > 909 ml)
    • 3 l 600 ml = 3,600 ml
    • 4 l 50 ml < 4 l 500 ml (4,050 ml < 4,500 ml)

16. Let Us Solve

  1. Riya fills water bottles: one 2 l & four 500 ml bottles. Aarav fills three 750 ml bottles. Who filled more? By how much?
    Riya: 2,000 ml + (4 × 500 ml) = 2,000 ml + 2,000 ml = 4,000 ml
    Aarav: 3 × 750 ml = 2,250 ml
    Answer: Riya filled more water by 1,750 ml (4,000 ml – 2,250 ml)
  2. A bottle of milk poured into 8 glasses, 120 ml left. Each glass 360 ml.
    • (a) Total capacity of 8 glasses?
      8 × 360 ml = 2,880 ml
    • (b) How much milk in bottle?
      2,880 ml (in glasses) + 120 ml (left) = 3,000 ml
    • (c) 1 l costs ₹40. 3 l cost?
      3 × ₹40 = ₹120
  3. Juice vendor: 5 l orange juice, glasses 250 ml each.
    • (a) How many full glasses?
      5 l = 5,000 ml; 5,000 ÷ 250 = 20 glasses
    • (b) 10 glasses served, how much left?
      10 × 250 ml = 2,500 ml; 5,000 ml – 2,500 ml = 2,500 ml
    • (c) 250 ml for ₹25. Selling all 5 l?
      20 glasses × ₹25 = ₹500
  4. Factory: 8 l 400 ml oil into 7 containers. How much in each?
    8 l 400 ml = 8,400 ml; 8,400 ml ÷ 7 = 1,200 ml per container.
  5. Eight containers, each 1 l 75 ml buttermilk. Total?
    1 l 75 ml = 1,075 ml; 1,075 ml × 8 = 8,600 ml = 8 l 600 ml

What is Weight and Capacity? - NCERT Class 5 Maths 2025-26

Learning Weight and Capacity in NCERT Class 5 Maths helps you understand how objects are measured and compared in daily life. With practice, students build a strong foundation for higher-level maths and science concepts.


This chapter uses real-life examples for kilograms, grams, litres, and millilitres. By mastering these, you’ll easily solve problems and score better marks in your exams. Remember, clear understanding leads to faster calculation!


Regularly revise weight and capacity conversions and do the practice exercises for Class 5 Maths Chapter 8. This will make you confident and help you avoid mistakes in units – a key tip for exam success!


FAQs on Class 5 Maths Chapter 8 NCERT Solutions: Weight and Capacity

1. What is weight and capacity in Class 5 Maths?

Weight refers to how heavy an object is, measured in grams (g) and kilograms (kg), while capacity means how much a container can hold, measured in millilitres (ml) and litres (l).

Common units of weight: grams (g), kilograms (kg)
Common units of capacity: millilitres (ml), litres (l)
Conversions (Example): 1000 g = 1 kg; 1000 ml = 1 l
These definitions are important for answering theoretical and practical questions in NCERT Solutions for Class 5 Maths Chapter 8: Weight and Capacity.

2. Are diagrams necessary in Chapter 8 answers?

Diagrams and visual representations are highly recommended in answers for NCERT Class 5 Maths Chapter 8.

Neat diagrams help you score better in school exams
• Diagrams explain concepts like measuring using balances, volume using containers
• Label important parts (e.g., units, measurement lines)
• Some questions specifically require diagrams—always check the question!
Including appropriate diagrams follows CBSE marking guidelines and boosts clarity.

3. How to score full marks in Maths Chapter 8 Weight and Capacity?

To score full marks in NCERT Solutions for Class 5 Maths Chapter 8:

• Write stepwise solutions for every calculation or conversion
Include key definitions (like litres, grams) where asked
• Draw neat diagrams if required by the question
Label all units in answers (like ml, kg, etc.)
• Avoid common errors—double-check calculations and conversions
• Highlight important steps and keywords as per CBSE marking scheme
Practicing with solved exercises will strengthen these skills.

4. Which are the most important topics from NCERT Class 5 Maths Chapter 8?

The most important topics from Maths Chapter 8: Weight and Capacity for Class 5 include:

Unit conversions (grams to kilograms, millilitres to litres)
Comparing weights and capacities
Calculation-based word problems involving weight and volume
• Drawing and reading from diagrams like balances, measuring jars
Definitions of standard units
Focusing on these will help in CBSE exam preparation and quick revision.

5. How should I write stepwise NCERT answers to score full marks?

For full marks in Class 5 Maths Chapter 8, follow this answer structure:

• Begin with a clear statement of what is given and what is to be found
Show each calculation step clearly with units
• Write a closing statement with the final answer and unit
Use proper keywords and definitions when required
Stepwise answers help match the CBSE marking scheme and improve accuracy.

6. Where can I download the chapter’s solutions PDF for Class 5 Maths Chapter 8?

You can download free PDF solutions for Class 5 Maths Chapter 8 Weight and Capacity from reliable CBSE study websites.

• Look for a prominent ‘Free PDF Download’ button on solution pages
• Ensure the site provides chapterwise, exam-aligned materials
• Always check if the download covers stepwise NCERT solutions, definitions, and diagrams

7. How can I avoid common mistakes in Class 5 Maths Chapter 8?

To avoid errors in NCERT Class 5 Maths Mela Chapter 8:

Always write units (g, kg, ml, l) in each step
Double-check conversions (e.g., 1000 g = 1 kg)
• Don’t mix up weight and capacity units
Draw diagrams neatly and label them clearly
• Verify answer for calculation errors
Following these tips will ensure accurate, exam-ready answers.

8. How to learn diagrams and maps for Weight and Capacity in Class 5?

To learn diagrams for Chapter 8 effectively:

Practice drawing balances, measuring cups, and related tools
Label all parts and note measurement units
• Reproduce NCERT textbook diagrams as practice
• Refer to solved examples for CBSE-style presentation
Diagram practice ensures scoring easy marks in exams.

9. Where to get chapterwise solutions PDF for Class 5 Maths?

Chapterwise NCERT Solutions PDFs for Class 5 Maths are available on CBSE study platforms.

• Download from the respective chapter selection pages (e.g., syllabus or solution links)
• Select the correct academic year (2025–26)
• Ensure solutions include step-by-step answers, diagrams, and exam tips

10. How to present long answers to match CBSE marking in Maths Chapter 8?

To align long answers with CBSE marking in Class 5 Maths Chapter 8:

Break your answer into clear steps or points
• Use bullet lists for calculations or comparisons
Highlight keywords and important values
• Attach neat diagrams where suitable
• Keep explanations concise and to the point
Following this structure improves marks and clarity.

11. Do examiners award partial marks for correct steps even if the final answer is wrong?

Yes, in CBSE exams for Class 5 Maths Chapter 8, partial marks are often given for correct steps even if the final answer is incorrect.

• Always show your working clearly
• Stepwise solutions can help you earn marks for process, even with calculation mistakes
• Neat presentation and correct method are important for scoring

12. Are NCERT Solutions enough for Class 5 Maths exams?

NCERT Solutions for Class 5 Maths Chapter 8 cover all textbook exercises and core concepts, which is usually sufficient for school exams.

• Practice all solved and unsolved examples
• Revise key definitions, diagrams, and conversion methods
• Use additional worksheets and important questions for extra practice