Question

Compare area of region I and II.

• A. Area of region I = Area of region II
• B. Area of region I > Area of region II
• C. Area of region I < Area of region II
• D. Area of region I = 2$\times$Area of region II

Answer 1

The correct option is A Area of region I = Area of region II

Area of I region is equal to the area of region II because area of region I is equal to the area of the lower quarter circle subtracted from the area of square.Similarly area of region II is equal to the area of upper quarter circle subtracted from the area of square.Hence, the area of region I = area of region II.