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Question
Which of the following methods are correct to find area of the hexagon?
Which of the following methods are correct to find area of the hexagon?
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Solution
The correct option is D All of these
Area of a polygon can be found by splitting it into known geometrical figures i.e. triangles, rectangles, trapezium etc.
In method -1, We are splitting a hexagon into two trapeziums. We take the sum of the areas of two trapeziums to find the area of given hexagon.
In method -2, Hexagon is splitting into two triangles and one rectangle. By taking the sum of the areas of triangles and rectangle we can find the area of given hexagon.
In method -3, Hexagon is splitting into 6 triangles. We can take the sum of the areas of all the triangles to find the area of a given hexagon.
All of these
Area of a polygon can be found by splitting it into known geometrical figures i.e. triangles, rectangles, trapezium etc.
In method -1, We are splitting a hexagon into two trapeziums. We take the sum of the areas of two trapeziums to find the area of given hexagon.
In method -2, Hexagon is splitting into two triangles and one rectangle. By taking the sum of the areas of triangles and rectangle we can find the area of given hexagon.
In method -3, Hexagon is splitting into 6 triangles. We can take the sum of the areas of all the triangles to find the area of a given hexagon.
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