This is one of the introductory chapters in Math, according to CBSE Class 6. This will be critical in laying the groundwork for your foundation. Life becomes easier when you use fractions. The NCERT Solutions for Class 6 Mathematics Chapter 7 Fractions by Msvgo app focuses on providing students with a basic understanding of concepts. It also provides real-life examples to help clarify the subject. NCERT Solutions for Class 6 Fraction is taught thoroughly with numerous examples and pictures. Msvgo also explains fractions on the number line and related facts, with examples, as well as both improper and mixed fractions. After covering all of these areas, students will be able to solve various mathematical problems. And it would be best if you mastered all of them to stand a chance of receiving high marks on the exam paper.

NCERT Solutions for Class 6 Maths Chapter 7 discusses fractions on a number line and similar topics, as well as some examples. This is one of the most significant aspects of the arithmetic curriculum. Msvgo demonstrates fractions using a number line.

 

Msvgo app discusses the following steps for making a fraction number line:

 

• Begin by drawing a number line using whole numbers.

• Find the denominator of the fraction we wish to represent or show on the number line.

• Mark the points that add up to the denominator's total.

• Write the fractions with the denominator and the numerator.

 

 Figure showing fractions represented in the number line.

The NCERT Solutions for Class 6 math teaches students about Proper fractions after learning about Fractions on a Number Line in the previous part. Chapter 7 Fractions explains what a proper fraction is and includes examples to help you understand it better.

 

Proper fractions have a value greater than 0 but less than 1. The numerator is less than the denominator in this case. When the fraction's numerator is higher or equal to the denominator, the fraction is improper. An improper fraction is more than one.

 

2/3 is an example of a proper fraction.

In this case, the numerator is 2, and the denominator is 3. 2 is less than 3, or the denominator is less than the numerator.

In the NCERT Solutions for Class 6 Mathematics, students study the many types of fractions. Msvgo app discusses the Proper, Improper, and Mixed Fraction. A mixed fraction, according to Msvgo, is an integer with a fractional part. An improper fraction is a fraction in which the numerator is greater than the denominator.

 

Let us have a look at an example. However, keep in mind that the numerator is greater than the denominator in an improper fraction.

Because 8 is bigger than 7, the fraction 8/7 is improper.

They can be changed between mixed and improper fractions without changing the numbers' values.

 

The primary purpose of the Msvgo app in Chapter 7 of Class 6 Maths is to promote smart learning by strengthening students' basics. Once you've grasped the concepts, you'll be able to answer all the questions quickly. All the exercise problems are presented in a step-by-step format to help you learn everything.

 

According to Class 6, NCERT solutions Equivalent fractions have a different numerator and denominator but the same value.

4/8 and 5/10, for example, are both equal to 12. As a result, they are similar in nature. They both portray the same elements of the whole.

 

In this section, NCERT Solutions for Class 6 Maths Chapter 7 covers Comparing Fractions. Fractions can be compared if the denominators are the same, according to Chapter 7 Math Class 6. If the denominators are different, they must be transformed to a common denominator. The numerators can then be compared. They are comparable only when two fractions describe the same parts of a full entity.

This section, NCERT Solutions for Class 6 Maths Chapter 7, covers the addition and Subtraction of Fractions. Msvgo discusses the steps involved in the addition and subtraction of fractions. It also explains the steps of Addition and Subtraction in mixed fractions. When two or more fractions have the same denominator, they are referred to as similar fractions.

• How do you calculate a fraction?

Ans: When working with a fraction of any number, you must divide the number by the fraction and multiply the result by the numerator.

 

Example: Working out 4/8 of 48 

Let us begin by dividing 48 by the denominator:

So 48/8 = 6 (giving 1/8 of 48)

The result is then multiplied by the numerator:

4 x 6 = 24 (This equals 4/8 of 48)

 

• What are the three kinds of fractions?

Ans: They are as follows: - 

Proper fractions: The denominator is less than the denominator in this case, such as 5/12

Improper fractions: In this case, the numerator is higher than the denominator. e.g.15/12

Mixed fractions occur when an integer and a proper fraction are joined. For instance, 13/8

 

• What exactly is a fraction for kids?

Ans: A fraction describes the parts of a whole number or the sum of many equal portions. As a result, a fraction reveals how many pieces are to a number.

 

For instance, 1/2, 7/8.

Another example: if you and a friend divide an apple in half, each share of the apple in half.

 

• What is a simple method for learning fractions?

Ans: A whole's pieces are fractioned. It is nothing more than a ratio of two numbers separated by / or _ sign. The numerator is at the top of this fraction, while the denominator is at the bottom.

 

• How do you calculate 3/4 of a number?

Ans: Three-fourths of a number is represented by 3/4, or 3/4 times the number. The number can be multiplied by three, then divided by four, or, if possible, divided by four and then multiplied by three.

 

For instance, 3/4 x 24 = 3 x (24 / 4) = 3 x 6 = 18

 

• In layman's terms, what is a fraction?

Ans: Fractions represent equal parts of a whole or a collection. It is obtained by dividing a whole or a collection into several equal pieces, each of which is a fraction of the total. For example, if there are ten cups, one cup equals one-tenth of the whole.

 

• Princi's birthday present was a CD player. She purchased three CDs and received five more as presents. What percentage of her total CDs did she purchase, and what percentage did she get as a gift?

Ans: Princi purchased three CDs from the market.

5 CDs were received as presents.

Princi has a total of 3 + 5 = 8 CDs.

∴ Fraction Princi bought = 3 / 8

 

∴ Fraction she got as gifts = 5 / 8

In Chapter 7 of The Msvgo app in Class 6 Maths, we covered Fractions, one of the most significant sections in Math and its definitions, types, and formulae. The NCERT solutions offered in this chapter will assist students in understanding the topics by allowing them to practice them. To recap, fractions are just numbers representing different sections of a whole. When you split a whole number, a group, or even a collection of things into numerous equal parts, each of the individual sections becomes a fraction. A fraction is often written with a denominator and a numerator. 

 

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