Exercise 2 Solution Pages 116, 117 Math Grade 5

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Ngày cập nhật gần nhất: 15/4/2026

Solution to Exercise 2 on pages 116, 117 of Math Grade 5 textbook Gasoline per Cubic Meter. The problem involves cubic meters. Fill in the appropriate numbers:

Guide to solving Exercise 2 on pages 116, 117 of Math Grade 5 textbook

Problem:
Fill in the appropriate numbers:
a) 1dm^3 = ... cm^3 b) 2000cm^3 = ...dm^3
375dm^3 = ...cm^3 154000cm^3 = ... dm^3
5.8dm^3 = ...cm^3 490000cm^3 = ....dm^3
4/5 dm^3 = ...cm^3 5100cm^3 =... dm^3

According to the volume measurement table: 1dm^3 = 1000 cm^3. 2000 cm^3 = 2dm^3. 375dm^3 = 375000cm^3. 154000cm^3 = 154dm^3. 5.8dm^3 = 5800cm^3. 490000cm^3 = 490dm^3. 4/5 dm^3 = 800cm^3. 5100cm^3 = 5.1dm^3.

Result: a) 1dm^3 = 1000 cm^3. b) 2000 cm^3 = 2dm^3. 375dm^3 = 375000cm^3. 154000cm^3 = 154dm^3. 5.8dm^3 = 5800cm^3. 490000cm^3 = 490dm^3. 4/5 dm^3 = 800cm^3. 5100cm^3 = 5.1dm^3.

Solutions provided for exercise 2 on pages 116-117 of Mathematics Grade 5 textbook. Additionally, hints for solving Exercise 1 on pages 116-117 of the same textbook are given. Refer to the guide on solving Math Grade 5 problems on pages 116-117 for effective learning.

Frequently Asked Questions

What are the conversions between cubic meters and centimeters for the exercises in the Math Grade 5 textbook?

In the Math Grade 5 textbook, the conversions indicate that 1 dm³ equals 1000 cm³, and examples show that 2000 cm³ equals 2 dm³, while 375 dm³ equals 375000 cm³, among others. Understanding these conversions is crucial for solving volume-related problems.

How can I solve the volume conversion problems from the Math Grade 5 textbook?

To solve the volume conversion problems, refer to the volume measurement table provided. For instance, you convert 2000 cm³ to dm³ by dividing by 1000, resulting in 2 dm³. Following similar steps for other values will yield accurate results.

Are the solutions for Exercise 2 in the Math Grade 5 textbook clearly outlined?

Yes, the solutions for Exercise 2 are clearly outlined, providing specific conversions for each volume measurement. This includes converting values like 154000 cm³ to 154 dm³, ensuring clarity in understanding the conversions.

What hints are provided for solving Exercise 1 in the Math Grade 5 textbook?

The hints for solving Exercise 1 focus on utilizing the volume measurement table effectively. This guide emphasizes understanding the relationship between cubic meters and centimeters, facilitating easier problem-solving.

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