(i) Sum of all exterior angles of the given polygon = \(360\degree\)
Each exterior angle of a regular polygon has the same measure.
Thus, measure of each exterior angle of a regular polygon of \(9\) sides
= \(\frac{360\degree}{9} = 40\degree\)
(ii) Sum of all exterior angles of the given polygon = \(360 \degree\)
Each exterior angle of a regular polygon has the same measure.
Thus, measure of each exterior angle of a regular polygon of \(15\) sides
=\(\frac{360\degree}{15}=24\degree\)
Colours | Number of people |
---|---|
Blue | 18 |
Green | 9 |
Red | 6 |
Yellow | 3 |
Total | 36 |
Mention the following.
(i) Two examples of social practices prevailing then.
(ii) Two oppressive policies of the British.
(iii) Two ways in which common people suffered.
(iv) Four reasons for the discontent that led to the 1857 War of Independence.