what are trigonometry complex equations
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All complex trigonometric functions are periodic functions with the same periods as trigonometric function for real variables. Cos(z) is an even function, Sin(z) is an odd function as trigonometric functions for real variables. These identities are based on the Pythagorean theorem.
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what are trigonometry complex equations
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Definitions
1.1 Right triangle and unit-circle definitions
1.2 Definitions via series
1.3 Definitions via complex exponentials
1.4 Definitions via differential equations
2) A difference between the real and complex trigonometric functions
2.1 Relationship to exponential function
2.2 The complex sine and cosine functions are not bounded
3) Identities
3.1 Periodic identities
3.2 Even and odd identities
3.3 Pythagorean identity
3.4 The sum and difference formulas
3.5 The double-angle formulas
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