CBSE Class 3  >  Class 3 Notes  >  Mathematics  >  Practice Questions with Solutions: Measurement

Practice Questions with Solutions: Measurement

Question 1: Draw a line 5 cm long.

Practice Questions with Solutions: MeasurementStep 1: Put a mark '.'.
Step 2: Keep the scale so that its 0 aligns with the mark '.'.
Step 3: Keep the pointed end of a pencil at 0. Draw along the scale till you reach 5.


Question 2: Convert the following lengths into centimetres:
(a) 18 m
(b) 26 m
(c) 8 m 52 cm
(d) 15 m 72 cm

We know that 1 m = 100 cm. So,
(a) 18 m = 18 x 100 cm = 1800 cm.
(b) 26 m = 26 x 100 cm = 2600 cm.
(c) 8 m 52 cm = 8 x 100 cm + 52 cm
= 800 cm + 52 cm = 852 cm.
(d) 15 m 72 cm = 15 x 100 cm + 72 cm
= 1500 cm + 72 cm = 1572 cm.


Question 3: Express the following lengths as metres and centimetres:
(a) 526 cm
(b) 705 cm
(c) 1542 cm

We know that, 100 cm = 1 m. So,
(a) 526 cm = 500 cm + 26 cm
= 5 m + 26 cm = 5 m 26 cm.
(b) 705 cm = 700 cm + 5 cm
= 7 m + 5 cm = 7 m 5 cm.
(c) 1542 cm = 1500 cm + 42 cm
= 15 m + 42 cm = 15 m 42 cm.


Question 4: Add 19 m and 50 m.

Practice Questions with Solutions: Measurement


Question 5: Add 67 m and 94 m.

Practice Questions with Solutions: Measurement


Question 6: Add 67 cm and 98 cm.

Practice Questions with Solutions: Measurement


Question 7: Add 24 m 50 cm and 37 m 30 cm.

Practice Questions with Solutions: Measurement


Question 8: Subtract 32 m from 78 m. 

Practice Questions with Solutions: Measurement


Question 9: Subtract 37 cm from 90 cm.

Practice Questions with Solutions: Measurement


Question 10: Subtract 45 m 60 cm from 98 m 75 cm

Practice Questions with Solutions: Measurement


Question 11: Subtract 37 m 66 cm from 89 m 98 cm

Practice Questions with Solutions: Measurement


Question 12: Amit had 5 m long rope. He tied 1 m 75 cm long rope to it. Find the total length of the rope.

The length of rope that Amit had initially = 5 m
The length of rope tied to it = 1 m 75 cm
Total length of rope = 5 m + 1 m 75 cm
Practice Questions with Solutions: Measurement
Hence, the total length of the rope = 6 m 75 cm.


Question 13: A piece of cloth measures 57 m 65 cm. A piece measuring 38 m 42 cm is cut from it. What length of the cloth is left?

The length of the piece of cloth = 57 m 65 cm
The length of the cloth cut = 38 m 42 cm
The length of the cloth left = 57 m 65 cm - 38 m 42 cm
Practice Questions with Solutions: Measurement
Hence, the length of cloth left = 19 m 23 cm.


Question 14: Madhavi bought 3 kg of potatoes and 7 kg of onion. Find the total weight of the vegetables bought by Madhavi.

Practice Questions with Solutions: Measurement


Question 15: A gas cylinder weighs 26 kg. If the cylinder weighs 7 kg after 7 days, then how much gas has been used?

Practice Questions with Solutions: Measurement


Question 16: (a) Add 105 l and 247 I.
(b) Add 518 ml and 316 ml.
(c) Subtract 4 70 ml from 896 ml.

(a)
Practice Questions with Solutions: Measurement
(b)
Practice Questions with Solutions: Measurement
(c)
Practice Questions with Solutions: Measurement

The document Practice Questions with Solutions: Measurement is a part of the Class 3 Course Mathematics for Class 3.
All you need of Class 3 at this link: Class 3

FAQs on Practice Questions with Solutions: Measurement

1. What is measurement in math?
Ans. Measurement in math is the process of determining the size, length, or amount of something using standard units of measure. It involves comparing an unknown quantity with a known quantity to find its value.
2. Why is measurement important in everyday life?
Ans. Measurement is important in everyday life because it helps us in various activities such as cooking, building, shopping, and even in understanding the weather. It enables us to quantify and compare different objects or quantities, making our daily tasks more accurate and efficient.
3. What are some common units of measurement?
Ans. Some common units of measurement include meters for length, kilograms for weight, liters for volume, seconds for time, and degrees Celsius for temperature. These units provide a standardized way of expressing measurements and allow for easy comparisons.
4. How can measurement be used to solve real-life problems?
Ans. Measurement can be used to solve real-life problems by providing us with the necessary information to make informed decisions. For example, if we need to buy a carpet for a room, we can measure the dimensions of the room to determine the amount of carpet we need. Similarly, in cooking, precise measurements of ingredients are crucial for a successful recipe.
5. How can children practice measurement skills?
Ans. Children can practice measurement skills by engaging in hands-on activities and games. They can measure objects using rulers, tape measures, or measuring cups. They can also estimate and compare lengths, weights, or volumes of different objects. Additionally, incorporating measurement into everyday tasks, such as baking or gardening, can provide practical opportunities for children to apply their measurement skills.
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