Cube and Tube Formula
Cube:
Volume
V = a3 (1)
where
V = volume (m 3 , ft 3 )
a = side (m, ft)
Surface Area
Ao = 6 a 2 (1b)
where
Ao = surface area (m2, ft2)
Diagonal
d = a 31/2 (1c)
where
d = innside diagonal (m, ft)
Cuboid
Volume
V = a b c (2)
where:
V = volume of solid (m 3 , ft 3 )
a = length of rectangular prism (m, ft)
b = width of rectangular prism (m, ft)
c = height of rectangular prism (m, ft)
Diagonal
d = (a2 + b 2 + c2)1/2 (2b)
Surface Area
Ao = 2 (a b + a c + b c) (2c)
where
Ao = surface area of solid (m2, ft 2 )
Parallel piped:
Volume
V = A1 h (3a)
where
A1 = side area (m2, ft 2 )
Cylinder:
Volume
V = π/4 d 2 h = π r2 h (4a)
where
d = diameter of cylinder (m, ft)
r = radius of cylinder (m, ft)
Cube |
Volume
V = a3 (1)
where
V = volume (m 3 , ft 3 )
a = side (m, ft)
Surface Area
Ao = 6 a 2 (1b)
where
Ao = surface area (m2, ft2)
Diagonal
d = a 31/2 (1c)
where
d = innside diagonal (m, ft)
Cuboid
Tube |
Volume
V = a b c (2)
where:
V = volume of solid (m 3 , ft 3 )
a = length of rectangular prism (m, ft)
b = width of rectangular prism (m, ft)
c = height of rectangular prism (m, ft)
Diagonal
d = (a2 + b 2 + c2)1/2 (2b)
Surface Area
Ao = 2 (a b + a c + b c) (2c)
where
Ao = surface area of solid (m2, ft 2 )
Parallel piped:
Parallel Pipped |
Volume
V = A1 h (3a)
where
A1 = side area (m2, ft 2 )
Cylinder:
Cylinder |
Volume
V = π/4 d 2 h = π r2 h (4a)
where
d = diameter of cylinder (m, ft)
r = radius of cylinder (m, ft)
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