tan(3I)
TAN, DTAN, QTAN, TAND, DTAND, QTAND - Computes tangent
As shipped in IRIX 6.5.7. Added in IRIX 6.5.5.
NAME TAN, DTAN, QTAN, TAND, DTAND, QTAND - Computes tangent SYNOPSIS TAN ([X=]x) DTAN ([X=]x) QTAN ([X=]x) TAND ([X=]x) DTAND ([X=]x) QTAND ([X=]x) IMPLEMENTATION UNICOS, UNICOS/mk, IRIX systems CF90, MIPSpro 7 Fortran 90, MIPSpro Fortran 77 STANDARDS Fortran Fortran extension: QTAN, TAND, DTAND, QTAND DESCRIPTION These functions evaluate y = tan(x). They are elemental intrinsic functions. They accept the following argument: x Must be of type real. For TAN, DTAN, and QTAN, x must be specified in radians and is treated as modulo 2 * pi. For TAND, DTAND, and QTAND, x must be specified in degrees and is treated as modulo 360. TAN and TAND are generic function names; the rest are specifics. A vector version of the single-precision and double-precision TAN intrinsic exists on IRIX systems and is used when -O3 is specified on the compiler command line. NOTES The TAN and DTAN intrinsic function names can be passed as arguments; the others cannot. On UNICOS and UNICOS/mk systems, the following return values occur: * On systems that support the IEEE standard for floating-point arithmetic, 25 TAN(x) = NaN if |x| > pi * 2 * On systems that do not support the IEEE standard for floating-point arithmetic, 25 TAN(x) = 0 if |x| > pi * 2 On IRIX systems, the following return value occurs: 19 TAN(x) = NaN if |x| > pi * 2 On all systems that support the IEEE standard for floating-point arithmetic, the following is true: TAN(NaN) = NaN RETURN VALUES TAN and TAND return the real tangent of their real argument. DTAN and DTAND return the double-precision real tangent of their double-precision real argument. QTAN and QTAND return the quad-precision real tangent of their quad-precision real argument. The data type and kind type for single-precision, double-precision, and quad-precision values differ depending on your platform. For platform-specific information, see the TERMINOLOGY section of the INTRO_INTRIN(3I) man page. SEE ALSO Intrinsic Procedures Reference Manual for the printed version of this man page.