Find the number of sides of a regular polygon if each of its interior angle is 3π®÷4
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Answer:
Measure of each interior angle
4
3π
⇒
n
(n−2)180
=
4
3π
⇒
x
(n−2)
×π=
4
3π
⇒
n
(n−2)
=
4
3
⇒4n−8=3n
→n=8
Sy Number of sides is 8
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