(i) l = 2 m = 200 cm
b = 80 cm
Area = l × b = 200 × 80
= 16000 sq. cm
(ii) l = 180 cm
b = 70 cm
Area = l × b = 180 × 70
= 12600 sq. cm
(iii) l = 200 cm, b = 1 m = 100 cm
Area = 1 × b = 200 × 100
= 20000 sq. cm
(iv) l = 190 cm, b = 1 m = 100 cm
Area = I × b = 190 × 100
= 19000 sq.cm
∵ 20000 > 19000 > 16000 > 12600
Thus, (iii) rectangle has greatest and (ii) rectangle has least area.