Example: Determine the area of the following figures: 3 3/3 in Area = 1 . w Area = 14 mm A = 14 . 20 A = 32 A = 280 sq mm A = 11 20 mm 3 Determine the area of each rectangle or square: 1. 10 mm 2. 3. 3.2 cm 22 mm 1.2 cm Area = Area = 4. 5. 17.2 yd 28 1/2 in 17.2 yd 6 1/2 in Area = Area = 8. Side = 41/2 feet 7. Length = 16 meters Width = 14 meters Area = Area =und by multiplying the length by the WI s (all sides are equal in a square, so length and width are the sanic). the following figures: (. = multiply) 3 3/3 in rea = l . w 1 = 14 . 20 Area = s . s (or s) 1 = 280 sq mm A = 32/3 . 3 2/3 A = 11 . 11 = 121 = 13 4/9 3 3 9 sq in angle or square: 2. 3. 22 mm 3.2 cm 1.2 cm 22 mm Area = Area = 5. 17.2 yd 6. 8.6 ft 8.6 ft 17.2 yd Area = Area = 9. Length = 4.1 meters Side = 41/2 feet Width = 3 meters 8. Area =KSHEET AREA OF A RECTANGLE AND A SQUARE Area is the amount of a flat region inside a figure. The area of a rectangle can be found by multiplying the length by the width. The area of a square be found by multiplying two sides (all sides are equal in a square, so length and width are the sam Example: Determine the area of the following figures: (. = multiply) 3 3/3 in 14 mm Area = 1 . w Area = s . s (or sz) A = 14 . 20 A = 3 3/3 . 3 3/3 A = 280 sq mm A = 11 . 11 = 121 = 13 4/ 20 mm 3 3 9 Determine the area of each rectangle or square: 1. 10 mm 2. 3. 22 mm 3.2 cm 22 mm 1.2 cm 22 mr Area = Area = Area = 4 5. 17.2 yd 6. 18.6 ft 28 1/2 in 8.6 ft 6 1/2 in 17.2 yd Area = Area = Area = 9. Length = 4.1 meters 8. Side = 41/2 feet 7. Length = 16 meters Width = 3 meters Width = 14 meters Area = Area = Area = Bonus: A farmer has 400 yards of garden fence for a rectangular garden 120 yd by 80 yd. He wor if a square design will give him more area. Determine how many, if any, extra square yards he wil Geometry REVISED 2/9/ gain with this square design