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Q.

A concave polygon has ____ interior angles more than $180^{0}$

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a

No

b

3 angles

c

One or more

d

Less than 5

answer is C.

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Detailed Solution

We need to find the number of interior angles more than

180^{0}

in a concave polygon.
We know that a concave polygon will have at least 4 sides.
Concave means a shape that is curved inwards or pointed inwards. When there are dents in it then a polygon is said to be concave.
For example, a star is a concave polygon. Some of the common polygons such as Rectangle, square are convex polygons because no angles in these polygons is more than

180^{0}

.

https://www.vedantu.com/question-sets/adc91144-6b70-469c-a62b-dd69952f92e93368684735426349381.png

So a concave polygon is a polygon with at least one, one or more, interior angles greater than

180^{0}

A concave polygon has one or more interior angles more than

180^{0}

So, the correct answer is “Option 3”.

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