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G-18
Um ln 90 (= loge90) mit drei signifikanten Stellen (Sci 3) zu berechnen
1N(SETUP)7(Sci)3 i 90 )= 4,50×100
1,2 × 103 = 1200 B 1,2 * 10 6 3 = 1200
(1+1)2+2 = 16 B ( 1 + 1 )6 2 + 2 = 16
(52)3 = 15625 ( 5 x)W= 15625
32
5 = 2 B 16(") 5 e 32 = 2
b 516(") 32 )= 2
Um '
2 × 3(= 3'
2 = 4,242640687...) mit drei Dezimalstellen (Fix 3)
zu berechnen
1N(SETUP)6(Fix)3 B ! 2 e* 3 = 3'
2
1=(~) 4,243
b ! 2 )* 3 = 4,243
Umwandlung der rechtwinkligen Koordinaten ('
2; '
2) in
Polarkoordinaten v
B 1+(Pol)! 2 e1)(;)! 2 e)= r=2;=45
b 1+(Pol)! 2 )1)(;)! 2 ))= r= 2
= 45
Umwandlung der Polarkoordinaten ('
2; 45°) in rechtwinklige
Koordinaten v
B 1-(Rec)! 2 e1)(;) 45 )= X=1; Y=1
(5 + 3) ! = 40320 ( 5 + 3 )1E(x!)= 40320
|2 – 7| × 2 = 10
B D 2 - 7 e* 2 = 10
b D 2 - 7 )* 2 = 10
Um drei dreistellige zufällige Ganzzahlen zu erhalten
1000 1,(Ran#)= 459
= 48
= 117
(Die gezeigten Ergebnisse dienen nur der Veranschaulichung. Die tatsächlichen
Ergebnisse können davon abweichen.)
Generieren von zufälligen Ganzzahlen im Bereich von 1 bis 6
S,(RanInt) 1 1)(;) 6 )= 2
= 6
= 1
(Die gezeigten Ergebnisse dienen nur der Veranschaulichung. Die tatsächlichen
Ergebnisse können davon abweichen.)
Bestimmen der Anzahl möglicher Permutationen und
Kombinationen bei Auswahl von vier Personen aus einer Gruppe
von 10 Personen
Permutationen: 10 1*(nPr) 4 = 5040
Kombinationen: 10 1/(nCr) 4 = 210
66
77
88
99
1010
1111
1212
1313
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