if each angle of a regular polygon is 150°, then the number of sides of a polygon is
(a)15
(b)14
(c)13
(d)12 = ANSWER
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Answers
Answered by
1
Hey Mate
your answer is --
Given, each angles of regular polygon is 150°
Let, number of sides be n .
therefore,
180°- 360°/n = 150°
=> 180n - 360 = 150n
=> 180n - 150n = 360
=> 30n = 360
=> n = 360/30 = 12
=> n = 12.
Hence, number of sides of polygon is 12
Option (d) is right
【 Hope it helps you 】
your answer is --
Given, each angles of regular polygon is 150°
Let, number of sides be n .
therefore,
180°- 360°/n = 150°
=> 180n - 360 = 150n
=> 180n - 150n = 360
=> 30n = 360
=> n = 360/30 = 12
=> n = 12.
Hence, number of sides of polygon is 12
Option (d) is right
【 Hope it helps you 】
Answered by
1
angle=(n-2)*180/n
150°=(n-2)*180/n
150n=180n-360
-30n=-360
n=12
HOPE IT HELPS!!!
150°=(n-2)*180/n
150n=180n-360
-30n=-360
n=12
HOPE IT HELPS!!!
jahnu36:
thanks
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