If the centre of a circle is (7,-3) and the point on the circle is (5,2) find the area of the circle.
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SINCE CENER OF CIRCLE AND A POIN ON IS CIRCUMFERENCE IS GIVEN ,herefore e can find radius by distance formula

therefore Area of circle =
=3.14* 29
=91.06
therefore Area of circle =
=3.14* 29
=91.06
Answered by
1
therefore Area of circle =
=3.14* 29
=91.06
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