A regular polygon has an interior angle of 135 how many sides does it have
Answers
Answered by
1
- We know that
- Each interior angle = (n-2)180/n
(n-2)180/n = 135
n-2 = 135n/180
n-2 = 3 n /4
n- 3 n /4 = 2
n/4 = 2
n = 8
Answered by
4
let other angle =x
135+x =180
x=45
now, sides =360/45
sides =8
135+x =180
x=45
now, sides =360/45
sides =8
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