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A 7 by 24 rectangle is inscribed in a circle. What is the circumferen
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16 Feb 2022, 05:39
1
Quote:
The diagonals of a rectangle bisect each other in a rectangle and since it is inscribed in a circle hence the half of the diagonal is also the radius of the circle
Consider the image below for a proper understanding. Here BD is the diagonal and OD is the radius of the circle. Consider x and y as 24 and 7. Hence by Pythagoras you can find BD = \sqrt{\(24^2+7^2\)}.