# frozen_string_literal: true # https://rosettacode.org/wiki/Trigonometric_functions#Ruby module RplLang module Words module Trig include Types def populate_dictionary super @dictionary.add_word( ['𝛑', 'pi'], 'Trig on reals and complexes', '( … -- 𝛑 ) push 𝛑', proc do @stack << Types.new_object( RplNumeric, BigMath.PI( RplNumeric.precision ) ) end ) @dictionary.add_word( ['sin'], 'Trig on reals and complexes', '( n -- m ) compute sinus of n', proc do args = stack_extract( [[RplNumeric]] ) @stack << Types.new_object( RplNumeric, BigMath.sin( BigDecimal( args[0].value, RplNumeric.precision ), RplNumeric.precision ) ) end ) @dictionary.add_word( ['asin'], 'Trig on reals and complexes', '( n -- m ) compute arg-sinus of n', Types.new_object( RplProgram, '« dup abs 1 == « 𝛑 2 / * » « dup sq 1 swap - sqrt / atan » ifte »' ) ) @dictionary.add_word( ['cos'], 'Trig on reals and complexes', '( n -- m ) compute cosinus of n', proc do args = stack_extract( [[RplNumeric]] ) @stack << Types.new_object( RplNumeric, BigMath.cos( BigDecimal( args[0].value, RplNumeric.precision ), RplNumeric.precision ) ) end ) @dictionary.add_word( ['acos'], 'Trig on reals and complexes', '( n -- m ) compute arg-cosinus of n', Types.new_object( RplProgram, '« dup 0 == « drop 𝛑 2 / » « dup sq 1 swap - sqrt / atan dup 0 < « 𝛑 + » ift » ifte »' ) ) @dictionary.add_word( ['tan'], 'Trig on reals and complexes', '( n -- m ) compute tangent of n', Types.new_object( RplProgram, '« dup sin swap cos / »' ) ) @dictionary.add_word( ['atan'], 'Trig on reals and complexes', '( n -- m ) compute arc-tangent of n', proc do args = stack_extract( [[RplNumeric]] ) @stack << Types.new_object( RplNumeric, BigMath.atan( BigDecimal( args[0].value, RplNumeric.precision ), RplNumeric.precision ) ) end ) @dictionary.add_word( ['d→r', 'd->r'], 'Trig on reals and complexes', '( n -- m ) convert degree to radian', Types.new_object( RplProgram, '« 180 / 𝛑 * »' ) ) @dictionary.add_word( ['r→d', 'r->d'], 'Trig on reals and complexes', '( n -- m ) convert radian to degree', Types.new_object( RplProgram, '« 𝛑 180 / / »' ) ) end end end end