The versine, coversine, haversine, and exsecant were used in navigation. For example, the haversine formula was used to calculate the distance between two points on a sphere. They are rarely used today.
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Multiple-angle formulae Double-angle, triple-angle, and half-angle formulae Double-angle formulae Triple-angle formulae ...
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These are also known as the addition and subtraction theorems or formulae . The identities can be derived by combining right triangles ...
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By examining the unit circle, the following properties of the trigonometric functions can be established. Symmetry When the trigon...
Showing posts with label Historical shorthands. Show all posts
Showing posts with label Historical shorthands. Show all posts
Sunday, November 27, 2016
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- and periodicity
- Angle sum and difference identities
- Angles
- Calculus
- Certain linear fractional transformations
- Composition of trigonometric functions
- Exponential definitions
- Historical shorthands
- Identities without variables
- Infinite product formulae
- Inverse functions
- Inverse trigonometric functions
- Lagrange's trigonometric identities
- Linear combinations
- Mastering Trigonometry: The Best Self-Study Guide and Essential Formulas on Amazon
- Miscellaneous
- Multiple-angle formulae
- Other sums of trigonometric functions
- Power-reduction formula
- Product-to-sum and sum-to-product identities
- Pythagorean identity
- Relation to the complex exponential function
- shifts
- Symmetry
- The best ebooks
- Trigonometric functions

