the exteriorangle of a regular polygon is between 7 and 8 degrees. find a possible value for the number of sides
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Answered by
2
Answer:
Sum of exterior angles for any polynomial is always 360
∘
.
Since polynomial has n angles, each with exterior angle is A, then
sum of exterior angles will be nA
Given, nA=360
∴A=
n
360
We are given that: A>50
⇒
n
360
>50
⇒360>50n
⇒n<
50
360
⇒n<7.2
Hence, the greatest number of sides polygon can have is 7.
Answered by
1
Answer:
ít ís ànswéred alrédy,
Step-by-step explanation:
he he he he he.
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