Volume, (Lateral) Surface Area, and Area

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Created by:

varnold00  on January 24, 2010

Subjects:

geometry terms

Description:

Just some theories we have learned in Geometry so far this past semester.

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Last Message: 40 months ago
varnold00 : Key: * is either the power of or is there to represent that there are two bases, but they are different.

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Volume, (Lateral) Surface Area, and Area

Lateral Surface Area of a Right Prism
LSA = P•h
P is the perimeter or circumference of the base, h is the height
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Definitions

Lateral Surface Area of a Right Prism LSA = P•h
P is the perimeter or circumference of the base, h is the height
Lateral Surface Area of a Cylinder LSA = P•h
P is the perimeter or circumference of the base, h is the height
Lateral Surface Area of a Right Pyramid LSA = ½PL
P is the perimeter or circumference of the base, L is the slant height
Lateral Surface Area of a Cone LSA = ½PL
P is the perimeter/circumference of the base, L is the slant height
Total Surface Area of a Solid TSA u² = LSA + B
Volume of a Prism V = Bh
B = Area of a base, h = height
Volume of a Cylinder V = Bh
B = Area of a base, h = height
Volume of a Rectangular Prism (A.K.A. box) V = Bh
B = Area of a base, h = height
Volume of a Cube V = s³
Volume of a Pyramid 1/3V = Bh
B = Area of a base, h = height
Volume of a Cone V = 1/3Bh
B = Area of a base, h = height
Area of a Square A = s²
s = length of any side of the square
Area of a Rectangle A= L• W
L = length, W = width
Area of a Kite A = (d₁ + d₂) ÷ 2
d = length of diagonal one, d* = length of diagonal two
Area of a Triangle A = ½Bh
B = length of base segment, h = height
Area of a Trapezoid A = (b₁+b₂)÷2•h
b₁ = length of one parallel side, b₂ = length of other parallel side, h = height
Area of a Rhombus A = Bh

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