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By Sara Freeman

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5 in. 3 in. 2 in. 13 ft 9m 7m 5. 5m 3m 6. 5m 4m 7m 7. 10 in. 6 cm 8 in. 13 m 3 cm 3m 9. 8. 3 in. 5m 7m 6 cm 3 cm 10. 17 ft 5 cm 46 ft 2 2 40 m 9 cm 2 72 in. 2 20 in. 3 ft 8 ft 100 ft 5 in. 11. 12. 10 ft 2 42 cm 2 2 32 in. 2 240 cm 138 m 2 2 13 ft 81 m 13 ft 2 in. 144 m 5 in. 165 ft 20 ft © Milliken Publishing Company 29 180 ft 2 36 cm 2 2 2 2 8 in. MP3497 Name _________________________________ Surface Area of Right Prisms Remember 1. A right prism is a solid with two parallel, congruent polygons for bases and rectangles for lateral faces.

The height must be perpendicular to the base. 4 3 3 8 6 base2 Parallelogram: A = bh Trapezoid: A = Area = base x height Area = 2 A = 6 · 3 = 18 units A= 1 2 1 2 1 2 h(b1 + b2) x height x (base1 + base2) · 3 · (4 + 8) = 1 2 2 · 3 · 12 = 18 units Find the area of these parallelograms and trapezoids. Then shade in your answers. 1. 2. 24 cm 10 cm 14 m 3. 10 ft 4 ft 4. 13 m 12 m 1 in. 5 in. 3 in. 2 in. 13 ft 9m 7m 5. 5m 3m 6. 5m 4m 7m 7. 10 in. 6 cm 8 in. 13 m 3 cm 3m 9. 8. 3 in. 5m 7m 6 cm 3 cm 10.

10 in. 6 cm 8 in. 13 m 3 cm 3m 9. 8. 3 in. 5m 7m 6 cm 3 cm 10. 17 ft 5 cm 46 ft 2 2 40 m 9 cm 2 72 in. 2 20 in. 3 ft 8 ft 100 ft 5 in. 11. 12. 10 ft 2 42 cm 2 2 32 in. 2 240 cm 138 m 2 2 13 ft 81 m 13 ft 2 in. 144 m 5 in. 165 ft 20 ft © Milliken Publishing Company 29 180 ft 2 36 cm 2 2 2 2 8 in. MP3497 Name _________________________________ Surface Area of Right Prisms Remember 1. A right prism is a solid with two parallel, congruent polygons for bases and rectangles for lateral faces. 2. To find the surface area (SA) of any right prism, add the area of the two bases (2B) and the area of all the lateral faces (LA).

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