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# 06 || Question 4 of Exercise 1.1 Chapter 1 Real Numbers Class 10 Maths

::CBSE CHAPTER 1 REAL NUMBERS COMPLETE SYLLABUS IN HINDI::

Chapter 1 Real Numbers YouTube Playlist:

01 || Number System and Euclid Division Lemma Chapter 1 Real Numbers Class 10 Maths

02 || HCF and Euclid Division Algorith Chapter 1 Real Numbers Class 10 Maths

03 || Question 1 Exercise 1.1 Chapter 1 Real Numbers Class 10 Maths

04 || Question 2 Exercise 1.1 Chapter 1 Real Numbers Class 10 Maths

05 || Question 3 Exercise 1.1 Chapter 1 Real Numbers Class 10 Maths

06 || Question 4 Exercise 1.1 Chapter 1 Real Numbers Class 10 Maths

07 || Question 5 Exercise 1.1 Chapter 1 Real Numbers Class 10 Maths

08 || Fundamental Theorem of Arithmetic HCF LCM Chapter 1 Real Numbers Class 10 Maths

09 || Question 1 Exercise 1.2 Chapter 1 Real Numbers Class 10 Maths

10 || Question 2 Exercise 1.2 Chapter 1 Real Numbers Class 10 Maths

11 || Question 3 Exercise 1.2 Chapter 1 Real Numbers Class 10 Maths

12 || Question 4 Exercise 1.2 Chapter 1 Real Numbers Class 10 Maths

13 || Question 5 Exercise 1.2 Chapter 1 Real Numbers Class 10 Maths

14 || Question 6 Exercise 1.2 Chapter 1 Real Numbers Class 10 Maths

15 || Question 7 Exercise 1.2 Chapter 1 Real Numbers Class 10 Maths

16 || Question 1 Exercise 1.3 Chapter 1 Real Numbers Class 10 Maths

17 || Question 2 Exercise 1.3 Chapter 1 Real Numbers Class 10 Maths

18 || Question 3 Exercise 1.3 Chapter 1 Real Numbers Class 10 Maths

19 || Terminating & Non terminating Decimal Expansions Chapter 1 Real Numbers Class 10 Maths

20 || Question 1 Exercise 1.4 Chapter 1 Real Numbers Class 10 Maths

21 || Question 2 Exercise 1.4 Chapter 1 Real Numbers Class 10 Maths

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4. Use Euclid’s division lemma to show that the square of any positive integer is either of the form 3m or 3m + 1 for some integer m.
[Hint : Let x be any positive integer then it is of the form 3q, 3q + 1 or 3q + 2. Now square each of these and show that they can be rewritten in the form 3m or 3m + 1.]

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