Solve problems involving the surface area of three-dimensional shapes

Surface Area Three-Dimensional Shapes

6.3

Surface Area Three-Dimensional Shapes

Shape	Surface Area
Cube	\(6 \times A_\text{square}\)
Cuboid	\(\bigg(4 \times A_\text{rectangle}\bigg)+ \bigg(2 \times A_\text{square}\bigg)\)
Pyramid	\(\bigg(1 \times A_\text{square}\bigg)+ \bigg(4 \times A_\text{triangle}\bigg)\)
Prism	\(\bigg(2 \times A_\text{triangle}\bigg) + \bigg(3 \times A_\text{rectangle}\bigg)\)
Cylinder	\(\bigg(2 \times A_\text{circle}\bigg)+ \bigg(1 \times A_\text{rectangle}\bigg)\)
Cone	\(\bigg(1 \times A_\text{circle}\bigg) + \bigg(1 \times A_\text{curved surface}\bigg)\)
Sphere	\(4 \pi r^2\)

Surface Area Three-Dimensional Shapes

6.3

Surface Area Three-Dimensional Shapes

Shape	Surface Area
Cube	\(6 \times A_\text{square}\)
Cuboid	\(\bigg(4 \times A_\text{rectangle}\bigg)+ \bigg(2 \times A_\text{square}\bigg)\)
Pyramid	\(\bigg(1 \times A_\text{square}\bigg)+ \bigg(4 \times A_\text{triangle}\bigg)\)
Prism	\(\bigg(2 \times A_\text{triangle}\bigg) + \bigg(3 \times A_\text{rectangle}\bigg)\)
Cylinder	\(\bigg(2 \times A_\text{circle}\bigg)+ \bigg(1 \times A_\text{rectangle}\bigg)\)
Cone	\(\bigg(1 \times A_\text{circle}\bigg) + \bigg(1 \times A_\text{curved surface}\bigg)\)
Sphere	\(4 \pi r^2\)