**Warning**: Undefined array key "https://nctbsolution.com/joy-of-mathematics-class-6-solutions/" in

**/home/862143.cloudwaysapps.com/hpawmczmfj/public_html/wp-content/plugins/wpa-seo-auto-linker/wpa-seo-auto-linker.php**on line

**192**

**Joy of Mathematics Class 6 Solutions Chapter 17 Linear Symmetry**

Welcome to NCTB Solution. Here with this post we are going to help 6th class students for the Solutions of Joy of Mathematics Class 6 Book, Chapter 17 Linear Symmetry. Here students can easily find step by step solutions of all the problems for Linear Symmetry. Exercise wise proper solutions for every problems. All the problem are solved with easily understandable methods so that all the students can understand easily. Students will get chapter 17 solutions. Here students will find exercise wise solutions for chapter 17 Exercise 17.1 and 17.2

**Linear Symmetry Exercise 17.1 Solution :**

**Question no – (1)**

**Solution :**

Equitation : A glass, spectacles, Door, Glass of milk.

**Question no – (2) **

**Solution :**

Option – (a)

**Question no – (3) **

**Solution :**

a, b, d, e, f are symmetrical.

**Question no – (4) **

**Solution :**

**(a)** Yes, I can draw

**(b)** No, it can’t

**(c)** No, it can’t

**(d)** Yes, it can.

**Question no – (5)**

**Solution :**

There are 7 lines of symmetry in a regular heptagon.

**Question no – (6)**

**Solution :**

Line of symmetry.

**Question no – (7) **

**Solution :**

**(a)** There are 4 lines

**(b)** There are 2 lines

**(c)** There are 1 line

**(d)** There are 0 line

**(e)** There are 4 lines

**(f)** There are infinite lines

**Question no – (8) **

**Solution :**

**(a)** Equilateral

**(b)** Isosceles

**(c)** Right-angled isosceles triangle

**(d)** Isosceles

**(e)** Scalene or acute-angled triangle

**(f)** Right-angled triangle

**Question no – (9) **

**Solution :**

**(a)**

Rectangle

line of symmetry =

**(b) square**

**(c) Rectangle**

line = 2

**(d) Kite**

Line = 1

**(e) Parallelogram**

Line = 2

**(f) Hexagon**

Line = 6 line.

**(h) Semicircle**

Line = 1

**(i) Circle**

Symmetry line = Infinity

**(j) Equilateral triangle**

Symmetry Line = 3

**Question no – (10) **

**Solution :**

**(a)** Given statement is – **True**

**(b)** Given statement is – **False**

**(c)** Given statement is – **False**

**(d)** Given statement is – **True**

**(e)** Given statement is – **False**

**Next Chapter Solution : **

👉 Chapter 19 👈