Surface area of prisms and cylinders: problems
Grade 8 Math Worksheet

Circle the best answer, or write your answer on the line.
Jun covers a storage box in paper. It is 11 by 4 by 3 inches. What is its total surface area, in square inches?
Kira covers a gift box in paper. It is 6.5 by 4 by 2 cm. What is its total surface area, in square cm?
Sketch, not to scale: a rectangular prism 6.5 cm by 4 cm by 2 cm. Sketch, not to scale: a rectangular prism 6.5 cm by 4 cm by 2 cm. 6.5 cm 4 cm 2 cm Not to scale Luz covers a moving box in paper. It is 14 by 10 by 6 cm. What is its total surface area, in square cm?
Sketch, not to scale: a rectangular prism 14 cm by 10 cm by 6 cm. Sketch, not to scale: a rectangular prism 14 cm by 10 cm by 6 cm. 14 cm 10 cm 6 cm Not to scale Milo covers a tall snack box in paper. It is 5 by 5 by 12 inches. What is its total surface area, in square inches?
Sketch, not to scale: a rectangular prism 5 inches by 5 inches by 12 inches. Sketch, not to scale: a rectangular prism 5 inches by 5 inches by 12 inches. 5 inches 5 inches 12 inches Not to scale Ren's camping tent is a triangular prism 4 meters long. Each end is a right triangle with sides 0.8, 1.5 and 1.7 meters. What is its total surface area, in square meters?
Sketch, not to scale: a triangular prism 4 meters long; each end a right triangle with legs 0.8 meters and 1.5 meters and a long side of 1.7 meters. Sketch, not to scale: a triangular prism 4 meters long; each end a right triangle with legs 0.8 meters and 1.5 meters and a long side of 1.7 meters. 0.8 meters 4 meters 1.5 meters 1.7 meters Not to scale Tala's paper prism is a triangular prism 6 cm long. Each end is a right triangle with sides 20, 21 and 29 cm. What is its total surface area, in square cm?
Sketch, not to scale: a triangular prism 6 cm long; each end a right triangle with legs 20 cm and 21 cm and a long side of 29 cm. Sketch, not to scale: a triangular prism 6 cm long; each end a right triangle with legs 20 cm and 21 cm and a long side of 29 cm. 20 cm 6 cm 21 cm 29 cm Not to scale Sketch: the solid with its sides shaded in one color, its two bases in another, and its inside space dotted. Sketch: the solid with its sides shaded in one color, its two bases in another, and its inside space dotted. Zee paints only the curved side of a pillar candle, not its top or bottom. Which measure tells how much paint is needed?
- Total surface area: the sides and both bases
- Lateral area: only the sides
- Volume: the space inside
Ari wraps a gift box in paper so that no cardboard shows. Which measure tells how much paper covers it?
Use the picture in question 7.
- Volume: the space inside
- Total surface area: the sides and both bases
- Lateral area: only the sides, leaving the ends bare
Bo glues a label around the side of a can, leaving both ends bare. Which measure tells the label's area?
Use the picture in question 7.
- Lateral area: only the sides
- Volume: the space inside
- Total surface area: the sides and both bases
Esme paints every outside face of a wooden box, bottom and lid too. Which measure tells the area painted?
Use the picture in question 7.
- Total surface area: the sides and both bases
- Lateral area: only the sides
- Volume: the space inside