Area of a circle can be derived by cutting the circle into a triangle.
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B
Area of a circle can be derived by dividing the circle into segments and rearranging the segments to form a rectangle
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C
Area of a circle can be derived by dividing the circle into segments and rearranging the segments to form a circle.
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D
None of the above.
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Solution
The correct options are A Area of a circle can be derived by cutting the circle into a triangle. B Area of a circle can be derived by dividing the circle into segments and rearranging the segments to form a rectangle As we have seen, we can either cut the circle and form a triangle, and the area of the triangle will give the area of the circle.
We have also seen that a circle can be divided into numerous segments and those segments can be rearranged to form a figure which is close in resemblance to a rectangle. Hence, Area of a circle can be derived by cutting the circle into a triangle and Area of a circle can be derived by dividing the circle into segments and rearranging the segments to form a rectangle are true.