false true true 435 calcTrigExamples false false Display true 240 true 5 518 243 true Grouping Container true true Default 227 0 false 18 1 Grouping Container false false 255 5 false true 20 true 0.0 0.0 0 1 true false Polyline false Polyline true false Default 0 225 0 1 1 true 17 $(pv_name) $(pv_value) 1 false true 20 true 0.0 0.0 0 1 true false Polyline false Polyline true false Default 0 225 0 1 1 true 0 $(pv_name) $(pv_value) 0 false true false 16 false Menu Button false Menu Button true false 30 6 TOP 1 0 calcExamples.opi true true $(pv_name) $(pv_value) 0 false true false 16 false Menu Button false Menu Button true false 30 6 ALG 1 0 calcAlgebraicExamples.opi true true $(pv_name) $(pv_value) 30 false true false 16 false Menu Button false Menu Button true false 30 6 TRIG 1 0 calcTrigExamples.opi true true $(pv_name) $(pv_value) 60 false true false 16 false Menu Button false Menu Button true false 30 6 REL 1 0 calcRelationalExamples.opi true true $(pv_name) $(pv_value) 90 false true false 16 false Menu Button false Menu Button true false 30 6 BIT 1 0 calcBitwiseExamples.opi true true $(pv_name) $(pv_value) 120 false true false 16 false Menu Button false Menu Button true false 30 6 MISC 1 0 calcMiscExamples.opi true true $(pv_name) $(pv_value) 150 false true false 16 false Menu Button false Menu Button true false 30 6 STR 1 0 calcStringExamples.opi true true $(pv_name) $(pv_value) 180 false true 20 true 0.0 0.0 0 1 true false Polyline false Polyline true false Default 0 242 0 1 3 true 41 $(pv_name) $(pv_value) 1 true 1 false 20 Label true false Label true Trig functions 235 0 1 1 20 true 5 false true 20 true 0.0 0.0 0 1 true false Polyline false Polyline true false 0 242 0 1 3 true 16 $(pv_name) $(pv_value) 1 false true false 16 false Menu Button false Menu Button true false 30 6 ARR 1 0 calcArrayExamples.opi true true $(pv_name) $(pv_value) 210 true 1 false 14 Label true false Label true ACOS(A) 230 0 1 0 45 true 5 true 1 false 14 Label true false Label true ATAN(A) 230 0 1 0 75 true 5 true 1 false 14 Label true false Label true ATAN2(A,B) 230 0 1 0 105 true 5 true 1 false 14 Label true false Label true COS(A) 230 0 1 0 135 true 5 true 1 false 14 Label true false Label true SIN(A) 230 0 1 0 150 true 5 true 1 false 14 Label true false Label true TAN(A) 230 0 1 0 165 true 5 true 1 false 14 Label true false Label true SINH(A) 230 0 1 0 195 true 5 true 1 false 14 Label true false Label true COSH(A) 230 0 1 0 210 true 5 true 1 false 14 Label true false Label true TANH(A) 230 0 1 0 225 true 5 true 1 false 14 Label true false Label true PI 230 0 1 0 275 true 5 true 1 false 14 Label true false Label true Trig constants 230 0 1 1 257 true 5 true 1 false 14 Label true false Label true D2R 230 0 1 0 305 true 5 true 1 false 14 Label true false Label true R2D 230 0 1 0 335 true 5 true 1 false 14 Label true false Label true S2R 230 0 1 0 365 true 5 true 1 false 14 Label true false Label true R2S 230 0 1 0 405 true 5 true 1 false 10 Label true false Label true 1/D2R 220 0 1 0 350 true 15 true 1 false 10 Label true false Label true ARC-SECONDS TO RADIANS 220 0 1 0 380 true 15 true 1 false 10 Label true false Label true (D2R/3600) 220 0 1 0 390 true 15 true 1 false 10 Label true false Label true 1/S2R 220 0 1 0 420 true 15 true 1 false 10 Label true false Label true DEGREES TO RADIANS (PI/180) 220 0 1 0 320 true 15 true 1 false 10 Label true false Label true 3.141592654 220 0 1 0 290 true 15 true 1 false 10 Label true false Label true hyperbolic 220 0 1 0 240 true 15 true 1 false 10 Label true false Label true A IN RADIANS 220 0 1 0 180 true 15 true 1 false 10 Label true false Label true ATAN(A/B), RESULT IN [-PI, PI] 220 0 1 0 120 true 15 true 1 false 10 Label true false Label true RESULT IN [-PI/2, PI/2] 220 0 1 0 90 true 15 true 1 false 10 Label true false Label true A IN [-1,1], RESULT IN [0, PI] 220 0 1 0 60 true 15