Mathematics
Grade9
Easy
Question
Find the area of the regular polygon.
![](data:image/png;base64,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)
- 35
- 32
- 21
- 24
Hint:
Polygon is a two- dimensional closed figure which is made up of three or more line segments. Each polygon has its own properties based on the number of sides. Area of a regular polygon can be determined using the formula
. Here, we have to find the area of the given polygon.
The correct answer is: 21
In the question there is a polygon as shown in the figure above.
Here, we have to find the area of the given polygon.
From the figure we can say that, apothem= 2.5
Firstly, we have to find the length of each side of the polygon.
For that, let us consider length of the polygon be x.
So, tan 64.29 = ![fraction numerator 2.5 over denominator x end fraction](data:image/png;base64,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)
x = 1.2
Then, length of each side(a) = 2×1.2 = 2.4
Perimeter(P) = 2.4 × 7 = 16.8
A =
×a ×P
=
×2.5 × 16.8
= 21
So, the area of the given polygon is 21.
Therefore, the correct option is c, i.e., 21.
A perpendicular line segment joining the centre and one of the sides of the regular polygon is called apothem of the polygon.