Find the area of shaded portion if each ...

Find the area of shaded portion if each side of the square is 14 cm.

50 sq cm

45 sq cm

62 sq cm

42 sq cm

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In the figure, square ABCD is inscribed in the sector A-PCQ. The radius of sector C-BXD is 20 cm. Complete the following activity to find the area of the shaded portion. Side of the square ABCD = radius of sector C-BXD = 20 cm Area of square ="side"^2= 400 cm^2 Area of sector C-BXD = theta/360xx pir^2 =square/360xx3.14xx20^2=square cm^2 Area of the shaded portion inside square = Area of square - A (sector C- BXD) =400-square cm^2 Radius of sector A-PCQ= Length of diagonal of square ABCD r_1=20sqrt2 cm Area of the shaded region outside square = A(sector A-PCQ)-A (square ABCD) =90/360xx3.14xx(20sqrt2)^2-200 = squarecm^2 :. total area of shaded portion = area of shaded portion inside square + area of shaded portion outside square = square cm^2

Find the area of the shaded portion in the following figures.

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