cot
cot x = cos x / sin x (radians); an error at its poles.
x(number) --
cot x = cos x / sin x (radians); an error at its poles.
x (number) -- sec x = 1 / cos x (radians).
x (number) -- csc x = 1 / sin x (radians).
x (number) -- cosec x = 1 / sin x (radians): the name textbooks use for csc.
x (number) -- The normalized sinc function sin(pi x)/(pi x), with sinc(0) = 1.
x (number) -- sin(pi x), exact at whole and half-whole x.
x (number) -- cos(pi x), exact at whole and half-whole x.
x (number) -- tan(pi x).
x (number) -- An angle reduced into [-pi, pi).
angle (number) -- radiansAn angle reduced into [0, 360).
angle (number) -- degreesThe angle of the point (x, y) in degrees, in (-180, 180].
y (number) -- x (number) -- A sum of sinusoids: offset + A1 sin(w1 x + p1) + ..., each term written [A, w, p] (p optional).
offset (number) -- terms (list) -- [[A, w, p], ...]The value of a harmonic sum at x.
h (harmonic) -- x (number) -- The derivative of a harmonic sum at x.
h (harmonic) -- x (number) -- The integral of a harmonic sum from a to b.
h (harmonic) -- a (number) -- b (number) -- The mean of h^2 over [a, b].
h (harmonic) -- a (number) -- b (number) -- The root-mean-square value over [a, b] (A/sqrt(2) for one sine over whole periods).
h (harmonic) -- a (number) -- b (number) -- The terms regrouped by exact frequency as a sin(wx) + b cos(wx).
h (harmonic) -- Roots of a harmonic sum in [a, b], found by scanning n subintervals (a root that only touches zero can be missed).
h (harmonic) -- a (number) -- b (number) -- n (integer) -- Every solution of A sin(w x + p) + c = 0 in [a, b], exactly from the formula (no numerical search).
A (number) -- w (number) -- p (number) -- c (number) -- a (number) -- b (number) --