
NCERT Solutions for Class 4 Maths Chapter 6 “Measuring Length” help students understand different units of measurement in a simple and clear way. These solutions explain concepts like metre, centimetre, kilometre, and conversion between units with step-by-step answers. Word problems are solved in easy language to improve problem-solving skills and accuracy. Students learn how to measure objects correctly and apply the concepts in daily life. With detailed explanations and proper methods, these solutions support quick revision, better understanding, and strong exam preparation for young learners.
This guide provides the most accurate Measuring Length class 4 maths question answer sets to help you clear your doubts.
Before we jump into the Class 4 Maths Chapter 6 Measuring Length question answer section, let’s look at the tools we use. This chapter is mostly on three units:
Centimetre (cm): This is a unit of measurement for little things, like a needle or a cell phone.
Metre (m): Used for bigger things like the length of a room or a saree.
Kilometre (km): Used for really vast distances, such as the space between two cities.
To solve a Measuring Length class 4 maths question answer effectively, you must memorise these basic conversions:
|
Unit to Convert |
Equivalent Value |
Common Example |
|
1 Centimetre (cm) |
10 Millimetres (mm) |
Width of a fingernail |
|
1 Metre (m) |
100 Centimetres (cm) |
Length of a guitar |
|
1 Kilometre (km) |
1000 Metres (m) |
Distance of a short walk |
The following section covers important exercises found in the textbook, including estimation and practical calculations.
In this chapter, students are asked to identify the best unit for different objects.
Question: For the things that are commonly measured in metres, put a tick mark (✓).
(a) Height of a student
(b) Length of a blackboard
(c) Thickness of a mobile phone
(d) Length of a classroom door
Answer: * (a) Height of a student (✓)
(b) Length of a blackboard (✓)
(d) Length of a classroom door (✓)
Note: A mobile phone is too small for metres and is measured in centimetres.
Comparing the sizes of animals is a great way to understand large lengths.
Question: A blue whale is about 30 metres long. A bus is about 15 metres long. How many buses would be equal to the length of two blue whales?
Solution:
Length of one blue whale = 30 metres.
Length of two blue whales = 30 + 30 = 60 metres.
Length of one bus = 15 metres.
Number of buses needed = 60 ÷ 15 = 4 buses.
This problem helps students learn how to figure out how far apart things are on a track.
Question: Arundhati is 6 meters from the finish line in a 100-meter race. Rehana is three meters behind Arundhati. Rehana is 6 meters ahead of Konkana and Uma. How far away are Konkana and Uma from the end?
Answer: * Arundhati to Finish = 6m.
Rehana to Finish = 6m + 3m = 9m.
Konkana and Uma to Finish = 9m + 6m = 15 metres.
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Devi Prasad runs around a park near her house to stay in shape.
Question: The park's edge is 400 meters long. How many laps does Devi Prasad need to run to finish 2 kilometres?
Solution:
Goal distance = 2 km = 2000 metres (since 1 km = 1000m).
Length of one round = 400 metres.
Number of rounds = 2000 ÷ 400 = 5 rounds.
We may see a list of records for the high jump and long jump. Let's see how to tell them apart.
Question: Chandra Pal’s high jump record is 2 metres 17 cm. Javier S. has the world record of 2 metres 45 cm. How many more cm does Chandra Pal need to jump to break the world record?
Solution:
First, convert both to centimetres:
World Record = 245 cm.
Chandra Pal's Jump = 217 cm.
Subtract the two: 245 - 217 = 28 cm.
Chandra Pal needs to jump 28 cm more to match the world record.
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Some students have to travel long distances to reach their school. This example helps you calculate total daily travel.
Question: Subodh goes to school from his house. He travels 400 meters to a pond, then 150 meters through the pond, then 350 meters over a verdant field and finally 100 meters to the gate. How far does he walk in total? Is it more than one kilometre?
Solution:
Total Distance = 400m + 150m + 350m + 100m.
400 + 150 = 550.
550 + 350 = 900.
900 + 100 = 1000 metres.
Since 1000 metres is exactly 1 kilometre, the distance is not more than 1 km; it is exactly 1 km.
We may learn about vertical height by looking at notable buildings.
Question: The Qutub Minar is 72 metres high. About how many metres high is your classroom? If one classroom is 3 metres high, how many such rooms stacked on top of each other would equal the Qutub Minar?
Solution:
Height of Qutub Minar = 72 metres.
Height of one classroom = 3 metres.
Number of rooms = 72 ÷ 3 = 24 rooms.
So, if you placed 24 classes on top of each other, they would be as tall as the Qutub Minar.
Our tools aren't always flawless. This chapter is all about how to measure with a broken scale.
Question: Varun has a broken scale that starts at 2 cm instead of 0 cm. He measures a pencil, and the end of the pencil reaches the 14 cm mark. What is the actual length of the pencil?
Answer: If the scale doesn't start at zero, you can get the length by subtracting the starting point from the end point.
To figure it out: 14 cm - 2 cm = 12 cm.
The pencil is really 12 cm long.
Let’s quickly revise which units are used for small, medium, and long measurements:
|
If you are measuring... |
Use this Unit |
|
Small things (Eraser, Pen, Finger) |
Centimetre (cm) |
|
Medium things (Table, Door, Your Height) |
Metre (m) |
|
Long Distances (School to Home, City to City) |
Kilometre (km) |
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