Find the area of the shaded region in Fig., if ABCD is a square of side $14cm$ and $APD$ and $BPC$ are semicircles.

Area of shaded region $=$ Area of square $-$ Area of two semicircles

Area of square $ABCD$ $=14\times 14$ $=$ $196c{m}^2$

Area of two semicircles $=$ Area of 1 complete circle $=\frac{22}{7}\times 7\times 7$ $=154c{m}^2$

$\therefore$ Area of shaded region $=$ $196-154$ $=42$ $c{m}^2$