-
complementi (sine of the
complementary angle) and
proceeds to
define the
cotangens similarly. Bhāskara I's sine
approximation formula Small-angle approximation...
- In mathematics,
hyperbolic functions are
analogues of the
ordinary trigonometric functions, but
defined using the
hyperbola rather than the circle. Just...
- In mathematics, the
inverse trigonometric functions (occasionally also
called antitrigonometric, cyclometric, or
arcus functions) are the
inverse functions...
- complementi) as well as of
tangent (Latin: tangens) and
cotangent (Latin:
cotangens,
tangens complementi):
These equations are also
known as the cofunction...
- hyperbolicus, area
cosinus hyperbolicus, area
tangens hyperbolicus and area
cotangens hyperbolicus (of x).....
Zeidler & al. use the
notations arsinh, etc.;...
-
Canon triangulorum (1620),
which also
includes a
similar definition of
cotangens.
While the
early study of
trigonometry can be
traced to antiquity, the...
-
complementi (sine of the
complementary angle) and
proceeds to
define the
cotangens similarly. The
words "minute" and "second" are
derived from the Latin...
