Calculates the inverse hyperbolic cosecant of any expression.
ACSCH(val)
val |
- |
A scalar, series or table. |
A scalar, series, or table.
acsch(-10..0.01..10);gridhv;griddot
displays the real part of the inverse hyperbolic cosecant from –10 to 10.
acsch(2)
returns 0.48121183 = ln(φ), where φ is the golden ratio or golden mean.
acsch(-2..0.1..2)
returns a 41 point real series.
The inverse hyperbolic cosecant is defined as:
for all complex z. The function is multi-valued and this definition places the branch cut in the complex plane at
SETDEGREE and SETRADIAN have no effect on this function because it always operates in radians.