How to write Trigonometric Functions in LaTeX

How to write Trigonometric Functions, Inverse Trigonometric Functions, Hyperbolic Trigonometric Functions and Inverse Hyperbolic Trigonometric Functions in $LATEX$

The following table will guide you of writing Trigonometric Functions, Inverse Trigonometric Functions, Hyperbolic Trigonometric Functions and Inverse Hyperbolic Trigonometric Functions in $LATEX$

Trigonometric Function	$LATEX$ Code	Output
sine	$\sin{x}$	$$\sin x$$
cosine	$\cos{\alpha}$	$$\cos \alpha$$
tangent	$\tan{\gamma}$	$$\tan \gamma$$
cosecant	$\csc{x}$	$$\csc x$$
secant	$\sec{\beta}$	$$\sec \beta$$
cotangent	$\cot{\theta}$	$$\cot \theta$$
Inverse Trigonometric Function	$LATEX$ Code	Output
sine inverse	$\sin^{-1}{x}$ or $\arcsin{x}$	${\sin }^{-1}x$ or $\arcsin x$
cosine inverse	$\cos^{-1}{\alpha}$ or $\arccos{x}$	${\cos }^{-1}\alpha$ or $\arccos \alpha$
tangent inverse	$\tan^{-1}{\gamma}$ or $\arctan{x}$	${\tan }^{-1}\gamma$ or $\arctan \gamma$
cosecant inverse	$\csc^{-1}{x}$	${\csc }^{-1}x$
secant inverse	$\sec^{-1}{\beta}$	$${\sec }^{-1}\beta$$
cotangent inverse	$\cot^{-1}{\theta}$	$${\cot }^{-1}\theta$$
Hyberbolic Trigonometric Function	$LATEX$ Code	Output
sine hyperbolic	$\sinh{x}$	$$\sinh x$$
cosine hyperbolic	$\cosh{\alpha}$	$$\cosh \alpha$$
tangent hyperbolic	$\tanh{\gamma}$	$$\tanh \gamma$$
cosecant hyperbolic	---	$$---$$
secant hyperbolic	---	$$---$$
cotangent hyperbolic	$\coth{\theta}$	$$\coth \theta$$
Inverse Hyperbolic Trigonometric Function	$LATEX$ Code	Output
sine inverse hyperbolic	$\sinh^{-1}{x}$	${\sinh }^{-1}x$
cosine inverse hyperbolic	$\cosh^{-1}{\alpha}$	${\cosh }^{-1}\alpha$
tangent inverse hyperbolic	$\tanh^{-1}{\gamma}$	${\tanh }^{-1}\gamma$
cosecant inverse hyperbolic	---	$---$
secant inverse hyperbolic	---	$$---$$
cotangent inverse hyperbolic	$\coth^{-1}{\theta}$	$${\coth }^{-1}\theta$$

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