In the given figure ABCD is square and OE = 7 cm. |
Length of diagonal of the square is : |
$14\sqrt{2}$cm $7\sqrt{2}$cm 14 cm 7 cm |
$14\sqrt{2}$cm |
OE = 7 cm = radius of semicircle Here, OE = OA = OD = 7 = radius and AD = OA + OD = 7 + 7 = 14 cm = side of the square Diagonal of square = \(\sqrt {2}\) side = 14 \(\sqrt {2}\) cm |