Length of a Diagonal of a Cubed =
=
s
where
s is the length of one edge of the cube.
Length of a Diagonal of a Rectangular Solid
d =
, where
l is the length,
w is the width, and
h is the height of the rectangular solid.
Surface Area of a Cube
Surface Area = 6
s2, where
s is the length of one edge.
Surface Area of a Rectangular Solid
Surface Area = 2
lw + 2
lh + 2
wh, where
l is the length,
w is the width, and
h is the height.
Surface Area of a Cylinder
Surface Area = 2π
r2 + 2π
rh, where
r is the radius and
h is the height.
Surface Area of a Sphere
Surface Area = 4π
r2, where
r is the radius.
Lateral Surface Area of a Cone
Lateral Surface Area = π
rl, where
r is the radius of the base and
l is the cone’s lateral height.
Total Surface Area of a Cone
Surface Area = π
r2 + π
rl, where
r is the radius of the base, and
l is the cone’s lateral height.
Volume of a Cube
Volume =
s3, where
s is the length of one edge.
Volume of a Rectangular Solid
Volume =
lwh, where
l is the length,
w is the width, and
h is the height.
Volume of a Prism
Volume =
Bh, where
B is the area of the base, and
h is the height.
Volume of a Cylinder
Volume = π
r2
h, where
r is the radius of the circular base and
h is the cylinder’s height.
Volume of a Cone
Volume =
π
r2
h, where
r is the radius and
h is the height.
Volume of a Pyramid
Volume =
Bh, where
B is the area of the base and
h is the height.
Volume of a Sphere
Volume =
π
r3, where
r is the radius.
