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Compute the principal value of the trigonometric arc tangent of flonum imp over flonum rep using the signs of the arguments to determine the quadrant of the result:
\alpha = \atan (imp/rep)
in other words compute the angle \alpha such that:
\sin(\alpha) imp \tan(\alpha) = ------------ = --- \cos(\alpha) rep
in yet other words compute the angle of the complex number having the flonum rep as real part and the flonum imp as imaginary part:
(angle (make-rectangular rep imp))
return a flonum. This operation is implemented using the POSIX
function atan2()
.
Compute the trigonometric arc tangent of fx; return a flonum.
Compute the trigonometric arc tangent of bn; return a flonum.
Compute the trigonometric arc tangent of rt; return a flonum.
Compute the trigonometric arc tangent of fl; return a flonum.
Compute the trigonometric arc tangent of fl; return a cflonum.
Compute the trigonometric arc tangent of fl; return a number object.