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Kapitel 2 Grundlegende Rechnungen
7800
––––– ?
96
7800
––––– ?
96
Beispiel Bedienung Display
Berechne den Absolutwert
des Briggsschen
Logarithmus
3
?
4
|
log
3
|
= 0.1249387366
K[1(NUM)
4
1(Abs)l(3/4)w 0.1249387366
Berechne den ganzzahligen
Teil von K[1(NUM)
2(Int)(7800/96)w 81
Berechne den Dezimalteil von
K[1(NUM)
3(Frac)(7800/96)w 0.25
200 ÷ 6= 200/6w 33.33333333
× 3= *3w 100
Rundung der für interne 200/6w 33.33333333
Rechnungen verwendeten K[1(NUM)4(Rnd)w 33.33333333
Werte auf 11 Stellen* *3w 99.99999999
Bereche die nächste Ganz-
zahl, die –3,5 nicht K[ 1(NUM)[1(Intg)
übersteigt? -3.5w – 4
*Wenn Fix (Anzahl der Dezimalstellen) oder Sci (Anzahl der höchstwertigen Stellen) wirksam
ist, wird mit Rnd der für interne Rechnungen verwendete Wert in Abhängigkeit von den
gegenwärtigen Fix- oder Sci-Spezifikationen gerundet. Dadurch wird der interne Wert an
den angezeigten Wert angepasst.
(4) Koordinatenumwandlungen
uu
uu
u Rechtwinkelige Koordinaten
uu
uu
u Polarkoordinaten
•Mit Polarkoordinaten kann
θ
innerhalb eines Bereichs von –180°<
θ
< 180°
(Bogenmaß und Neugrade weisen den gleichen Bereich auf) berechnet werden.
Beispiel Berechnung von r und
θ
°
wenn x = 14 und y = 20,7
Bedienung Display
!Zcc1(Deg)Q
K[2(ANGL)[[
1(Pol()14,20.7)w Ans
1
24.989
24.98979792 (r)
2
55.928
55.92839019 (
θ
)
46


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