
NCERT Solutions for Class 4 Maths Chapter 6 Measuring Length help students understand how to measure and compare lengths using standard units. The chapter covers metre, centimetre, estimation, measurement, unit conversion, broken scales, and perimeter through practical activities and questions.
These Measuring Length Class 4 Maths question answers explain the concepts in simple language and show how to solve measurement-based problems step by step. Students can explore more Class 4 maths concepts, measurement topics, and age-appropriate learning resources on Curious Jr.
Class 4 Maths Chapter 6 focuses on measuring length in everyday situations. Students learn to estimate a measurement, check it using a suitable tool, compare lengths, convert between metres and centimetres, and find the length around a shape.
Students first identify what can be measured using length. Length can describe how long, tall, wide or deep something is.
For example:
The height of a student can be measured.
The breadth of a blackboard can be measured.
The height of a door can be measured.
Weight and temperature are measured using different units.
A measuring tape, metre rope or scale can be used depending on the size of the object.
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A metre is useful for measuring objects and distances that are larger than the small objects normally measured with a centimetre scale.
Students can make and compare lengths of 1 metre, 5 metres and 10 metres using metre ropes. This helps them develop an idea of how long these distances actually are.
Important relationship:
1 metre = 100 centimetres
So:
2 m = 200 cm
4 m = 400 cm
6 m = 600 cm
8 m = 800 cm
Before measuring an object, students can first estimate its length and then check the estimate using a scale or measuring tape.
For example, a student may estimate the length of a classroom before measuring it. The actual measurement can then be compared with the estimate.
The purpose is not to make the estimate exact but to develop a better sense of length.
The chapter also uses familiar objects and animals to help students understand large measurements.
For example, the chapter compares the approximate lengths of a bus, cricket bat, blue whale and crocodile. If a blue whale is about 30 metres long and a bus is about 15 metres long:
Length of two blue whales = 30 + 30 = 60 m
Number of buses = 60 ÷ 15 = 4
Therefore, about 4 buses would equal the length of two blue whales.
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Centimetres are useful for measuring smaller objects.
Examples include:
Length of a textbook
Length of a hand
Small toys
Small stationery items
Other objects that fit comfortably beside a centimetre scale
Students are also encouraged to estimate an object's length before checking it with a scale.
A broken scale may not begin at the 0 cm mark. In such cases, the length of an object is found by subtracting the starting reading from the ending reading.
Formula:
Length = Ending reading − Starting reading
For example, if an object starts at 8 cm and ends at 14 cm:
Length = 14 − 8 = 6 cm
So, the object is 6 cm long.
This is an important application of measurement in Chapter 6.
The chapter includes a treasure-hunt activity where students compare different routes and calculate their lengths using centimetres.
The important method is:
Identify each part of the route.
Measure each part using the given scale.
Add the lengths.
Compare the totals to identify the shortest and longest route.
The exact answer depends on the route shown in the textbook diagram.
To convert metres into centimetres, multiply by 100.
1 m = 100 cm
Therefore:
3 m = 3 × 100 = 300 cm
5 m = 5 × 100 = 500 cm
Similarly, to convert centimetres into metres, divide by 100.
200 cm = 200 ÷ 100 = 2 m
Suppose a board is 2 metres long and each decorative sticker is 20 cm long.
First convert metres into centimetres:
2 m = 200 cm
Now divide:
200 ÷ 20 = 10
Therefore, 10 stickers are needed to cover the board completely.
The main concepts to remember from Chapter 6 are:
|
Concept |
Key Point |
|
Metre |
Used for larger lengths |
|
Centimetre |
Used for smaller lengths |
|
Conversion |
1 m = 100 cm |
|
Estimation |
Guess the length before measuring |
|
Measurement |
Check the estimate using a suitable tool |
|
Broken scale |
Subtract the starting reading from the ending reading |
|
Perimeter |
Total length around a shape |
The chapter also uses practical activities such as measuring classroom objects, comparing lengths, estimating measurements and working with boundaries of shapes.
Chapter 6 also introduces students to measuring the boundary of shapes.
Perimeter means the total length around a closed shape.
To find the perimeter, add the lengths of all the sides.
For example, if the four sides of a shape are 5 cm, 4 cm, 5 cm and 4 cm:
Perimeter = 5 + 4 + 5 + 4 = 18 cm
Students also work with shapes on dot grids and compare boundaries to identify longer, shorter or equal perimeters.
Remember these basic conversions:
1 m = 100 cm
2 m = 200 cm
3 m = 300 cm
4 m = 400 cm
5 m = 500 cm
1 cm = 10 mm
When solving a question, measurements should be converted into the same unit before adding or comparing them.
Solution:
1 m = 100 cm
7 m = 7 × 100
Answer: 700 cm
Solution:
100 cm = 1 m
500 cm = 500 ÷ 100
Answer: 5 m
Solution:
3 m = 3 × 100 cm
Answer: 300 cm
Solution:
Length = 17 − 5
Answer: 12 cm
Solution:
Perimeter = 6 + 4 + 6 + 4
Answer: 20 cm
Length tells us how long, tall, wide or deep something is.
A centimetre is useful for measuring smaller objects.
A metre is useful for larger lengths.
1 metre = 100 centimetres.
Estimate a length before measuring it.
Use a suitable scale, metre rope or measuring tape.
For a broken scale, subtract the starting reading from the ending reading.
Convert measurements to the same unit before comparing or adding them.
Perimeter is the total length around a closed shape.
