# NCERT Solutions for Class 6 Maths Chapter 8 Decimals (Ex 8.3) Exercise 8.3

## NCERT Solutions for Class 6 Maths Chapter 8 Decimals (Ex 8.3) Exercise 8.3

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## Access NCERT Solution for class 6 Maths Chapter 8 - Decimals

Exercise. 8.3

1. Which is greater:

(a) $0.3$ or $0.4$

Ans: Since$0.3$ and $0.4$ are having the same number of terms after the decimal point. So they are like decimals.

For comparison of decimals, use the direct approach of comparing the value of digits.

Since, $3< 4$

So, $0.3$ is less than $0.4$.

So, $0.3 < 0.4$

(b) $0.07$ or $0.02$

Ans: Since $0.07$ and $0.02$ are having the same number of terms after the decimal point. So they are like decimals.

For comparison of decimals, use the direct approach of comparing the value of digits.

Since, $7>2$

So,  $0.07$ is greater than $0.02$

So, $0.07 > 0.02$

(c) $3$ or $0.8$

Ans: Convert $3$ to like decimal form to $0.8$. Since $3.0$ and $0.8$ are having the same number of terms after the decimal point. So they are like decimals.

Since $3.0$ is greater than $0.8$.

So, $3.0 > 0.8$

(d) $0.5$ or $0.05$

Ans: Convert $0.5$ to like decimal form to $0.05$. Now $0.50$ and $0.05$ are having the same number of terms after the decimal point. So they are like decimals.

Since $0.50$ is greater than $0.05$.

So, $0.50 > 0.05$

(e) $1.23$ or $1.2$

Ans: Convert $1.2$ to like decimal form to $1.23$. Now $1.23$ and $1.20$ are having the same number of terms after the decimal point. So they are like decimals.

Since $1.23$ is greater than $1.20$.

So, $1.23 > 1.20$

(f) $0.099$ or $0.190$

Ans:  Since $0.099$ and $0.190$ are having the same number of terms after the decimal point. So they are like decimals.

For comparison of like decimals, use the direct approach of comparing the value of digits.

Since, $99<190$

So, $0.099$ is lesser than $0.190$.

$0.099 < 0.190$

(g) $1.5$ or $1.50$

Ans: Convert $1.5$ to like decimal form to $1.50$. Now $1.50$ and $1.50$ are having the same number of terms after the decimal point. So they are like decimals.

Since $1.50$ is equal to $1.50$.

$1.50 = 1.50$

(h) $1.431$ or $1.490$

Ans: Since $1.431$ and $1.490$ are having the same number of terms after the decimal point. So they are like decimals.

For comparison of like decimals, use the direct approach of comparing the value of digits.

Since, $1431<1490$

So,  $1.431$ is lesser than $1.490$.

$1.431 < 1.490$

(i) $3.3$ or $3.300$

Ans: Convert $3.3$ to like decimal form to $3.300$. Since $3.300$ and $3.300$ are having the same number of terms after the decimal point. So they are like decimals.

Since $3.300$ is equal to $3.300$.

$3.300 = 3.300$

(j) $5.64$ or $5.603$

Ans: Convert $5.64$ to like decimal form to $5.603$. Since $5.640$ and $5.603$ are having the same number of terms after the decimal point. So they are like decimals.

Since $5.640$ is greater than $5.603$.

$5.640 > 5.603$

2. Make five more examples and find the greater:

(a) $1.8$ or $1.82$

Ans: Convert $1.8$ to like decimal form to $1.82$. Since $1.80$ and $1.82$ are having the same number of terms after the decimal point. So they are like decimals.

Since $1.80$ is less than $1.82$.

$1.80 < 1.82$

(b) $1.0009$ or $1.09$

Ans: Convert $1.09$ to like decimal form to $1.0009$. Since Now $1.0009$ and $1.0900$ are having the same number of terms after the decimal point. So they are like decimals.

Since $1.0009$ is less than $1.0900$.

$1.0009 < 1.0900$

(c) $10.01$ or $100.1$

Ans: Convert $100.1$ to like decimal form to $10.01$. Now, $10.01$ and $100.10$ are having the same number of terms after the decimal point. So they are like decimals.

Since $10.01$ is less than $100.10$.

$10.01 < 100.10$

(d) $5.100$ or $5.0100{\text{ }}$

Ans: Convert $5.100$ to like decimal form to $5.0100{\text{ }}$.

Since $5.1000$ is greater than $5.0100{\text{ }}$.

$5.1000 > 5.0100{\text{ }}$

(e) $04.213$ or $0421.3$

Ans: Convert $0421.3$ to like decimal form to $04.213$. Now, $04.213$ and $0421.300$ are having the same number of terms after the decimal point. So they are like decimals.

Since $0421.300$ is less than $04.213$.

$04.213 < 0421.300$

## NCERT Solutions for Class 6 Maths Chapter 8 Decimals Exercise 8.3

Opting for the NCERT solutions for Ex 8.3 Class 6 Maths is considered as the best option for the CBSE students when it comes to exam preparation. This chapter consists of many exercises. Out of which we have provided the Exercise 8.3 Class 6 Maths NCERT solutions on this page in PDF format. You can download this solution as per your convenience or you can study it directly from our website/ app online.

Vedantu in-house subject matter experts have solved the problems/ questions from the exercise with the utmost care and by following all the guidelines by CBSE. Class 6 students who are thorough with all the concepts from the Maths textbook and quite well-versed with all the problems from the exercises given in it, then any student can easily score the highest possible marks in the final exam. With the help of this Class 6 Maths Chapter 8 Exercise 8.3 solutions, students can easily understand the pattern of questions that can be asked in the exam from this chapter and also learn the marks weightage of the chapter. So that they can prepare themselves accordingly for the final exam.

Besides these NCERT solutions for Class 6 Maths Chapter 8 Exercise 8.3, there are plenty of exercises in this chapter which contain innumerable questions as well. All these questions are solved/answered by our in-house subject experts as mentioned earlier. Hence all of these are bound to be of superior quality and anyone can refer to these during the time of exam preparation. In order to score the best possible marks in the class, it is really important to understand all the concepts of the textbooks and solve the problems from the exercises given next to it.

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