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A circle with a diameter 28m. Find it area and circumference Take[Π=3.4]​

1 Answer

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Diameter of a circle = 28 m

Then, radius of the circle will be :


= \tt (diameter)/(2)


=\tt (28)/(2)


= \tt14 \: m

Thus, the radius of this circle = 14 m

Area of circle :


= \tt\pi {} {r}^(2)


=\tt 3.14 * 14 * 14


= \tt3.14 * 196


= \tt615.44 \: {m}^(2)

Thus, the area of this circle = 615.44 m²

Circumference of circle :


= \tt2\pi r


=\tt 2 * 3.14 * 14


= \tt87.92 \: m

The circumference of this circle = 87.92 m

Therefore, the area of this circle = 615.44m² and the circumference of this circle = 87.92m

User Gordon Westerman
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