- In mathematics,
hyperbolic functions are
analogues of the
ordinary trigonometric functions, but
defined using the
hyperbola rather than the circle. Just...
- mathematics, the
inverse hyperbolic functions are
inverses of the
hyperbolic functions,
analogous to the
inverse circular functions.
There are six in common...
- {gd} \psi } . The
Gudermannian function reveals a
close relationship between the
circular functions and
hyperbolic functions. It was
introduced in the 1760s...
- {\sqrt {2}}} .
Hyperbolic angle is used as the
independent variable for the
hyperbolic functions sinh, cosh, and tanh,
because these functions may be premised...
-
second word of دالة زائدية "
hyperbolic function") is
added to the end of
trigonometric functions to
express hyperbolic functions. This is
similar to the way...
-
hyperbolic sector in
standard position has a = 1 and b > 1.
Hyperbolic sectors are the
basis for the
hyperbolic functions. The area of a
hyperbolic sector...
- to
define different Bessel functions for
these two
values in such a way that the
Bessel functions are
mostly smooth functions of α {\displaystyle \alpha...
- List of
integrals of
hyperbolic functions List of
integrals of
inverse hyperbolic functions List of
integrals of
exponential functions List of integrals...
-
algebraic function.
Examples of
transcendental functions include the
exponential function, the
logarithm function, the
hyperbolic functions, and the trigonometric...
- rational, trigonometric,
hyperbolic, and
exponential functions, and
their inverses (e.g., arcsin, log, or x1/n). All
elementary functions are
continuous on their...
