Geometry and Trigonometry Reference Formulas

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A collection of vocabulary flashcards covering two-dimensional and three-dimensional geometric measurement formulas and basic trigonometric ratios.

Last updated 4:40 PM on 10/16/26
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12 Terms

1
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Pythagorean Theorem / Distance Formula

The geometric relation represented by x2+y2=s2x^2 + y^2 = s^2 (a2+b2=c2a^2 + b^2 = c^2).

2
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Circle Area

The measure of space inside a circle, calculated using the formula A=r2×πA = r^2\times\pi.

3
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Circle Circumference

The distance around a circle, given by the formula C=2rπC = 2r\pi.

4
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Rectangle Area

The measure of the two-dimensional space of a rectangle, given by the formula A=l⋅wA = l \cdot w.

5
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Rectangle Perimeter

The total distance around the exterior of a rectangle, given by P=2l+2wP = 2l + 2w.

6
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Rectangular Prism Volume

The measure of space inside a rectangular prism, calculated as V=l⋅w⋅hV = l \cdot w \cdot h (V=B⋅hV = B \cdot h).

7
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Rectangular Prism Surface Area

The total area of all outer surfaces of a rectangular prism, given by SA=2B+phSA = 2B + ph.

8
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Cone Volume

The capacity of a cone, expressed by the formula V=13r2πhV = \frac{1}{3}r^2\pi h.

9
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Cone Surface Area

The total outer surface area of a cone, given by the formula S.A.=r2π+rπlS.A. = r^2\pi + r\pi l.

10
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Sphere Volume

The three-dimensional capacity of a sphere, calculated using V=43r3πV = \frac{4}{3}r^3\pi.

11
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Sphere Surface Area

The total area enclosing a sphere, given by the formula S.A.=4r2πS.A. = 4r^2\pi.

12
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Cube Volume

The space occupied by a cube with side length ss, given by V=s3V = s^3.