Subject specialists have designed NCERT solutions for Maths Class 6 Chapter 12 which includes thorough solutions for reference. These solutions are updated according to the latest CBSE syllabus for 2012-22 and are provided in easy language for understanding. Tips and tricks are also provided.
These solutions are provided so a student can clear his doubts and get help with a deep understanding of the concept. Also, you can refer them to make the chapter notes and revisions notes. PDF of this can also be downloaded from the website.
NCERT Solutions for Class 6 Maths Chapter 12 – Ratio and Proportion
The Infinity Learn website is the right place for finding the best NCERT Solution Class 6 Maths. The solutions are concise by professionals, and the entire Ratio and Proportion Questions for Class 6 are converted into PDF format. The Class 6 Maths Ratio and proportion solution PDF files are uploaded onto the website so that the students can download them at their convenience.
Chapter 12 – Ratio and Proportion
12.1 Introduction
In this chapter, the first section covers the basic concepts of Ratio and Proportion. You may recall the concepts of multiplication and division that you must have been taught in last classes. this chapter is an important chapter to study. By using its concepts, you may need to remember the basics standards.
12.2 Ratio
The ratio is represented by the symbol ‘:’. Students have to study this chapter standard. Units should be similar for both. This chapter helps you to compare the road’s length with that of a highway. But according to this chapter, you cannot compare the length of the road to the weight of an elephant which are the two different units.
12.3 Proportion
Proportion may be defined as If the two ratios are equal, we can say that the two ratios are in proportion. Therefore, we require four different entities to describe it. A proportion can be presented as A:B: C:D. A and D are called extreme terms, and B and C are known as the middle terms.
for example.
Question – Are 5:35 and 7:49 in proportion?
Solution: 5:35 = 1:7
7:49 = 1:7.
Therefore, 5:35 and 7:49 proportional.
12.4 Unitary Method
In some problems, we need to find the solution of many entity to come to the final solution. This stepwise solving of the problem, where we can easily find a unit’s value and then calculate the total value of all units together, is called the unitary method. The unitary method has been covered in this chapter.
Exercise 12.1 Solutions contain answers to 16 questions (10 short questions and 6 Long questions).
Exercise 12.2 Solutions: 4 Questions (4 short questions).
Exercise 12.3 Solutions: 11 Questions (1 short question and 10 Long question.
Key Features of NCERT Solutions for this chapter
- NCERT Solutions helps in providing fully resolved step by step solutions to all textbook questions.
- Set of solutions which comes with a list of all important formulas on algebraic identities.
- These solutions are made accordance to the latest syllabus.
- Solutions are prepared by subject matter experts.
- NCERT Solutions provides help for the preparation of competitive exams.
Frequently Asked Questions on NCERT Solutions of this Chapter
- How can I download NCERT of this chapter?
- What is the Ratio?
- Why should I opt these NCERT Solutions?
1. How can I download NCERT of this chapter?
NCERT Solutions of this chapter is available on Infinite learn app and website free of cost.
- Visit the page-NCERT Solutions of this chapter.
- Click on the download button.
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2. What is the Ratio?
The ratio is the comparison between two entities of the same unit. For example, the height of two buildings, the length of two clothes, and the area of two playgrounds. These solutions cover problems on ratio. NCERT Solutions for the chapter can be obtained on the Infinite learn website.
3. Why should I opt these NCERT Solutions?
The concepts available in this chapter are thoroughly explained in simple language, which makes it possible for every student to understand the topic in detail. Solutions are designed by subject matter experts at Infinite learn with the aim of helping students boost their exam preparation.
