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•Negative Binär-, Oktal- und Hexadezimalwerte werden
erzeugt, indem das Zweierkomplement verwendet wird.
•Sie können die folgenden Logik-Operatoren zwischen
den Werten in Base-
n-Rechnungen verwenden: and
(logisches Produkt), or (logische Summe), xor (exklusive
logische Summe), xnor (exklusive logische Summen-
negation), Not (Negation) und Neg (Minus).
•Nachfolgend sind die zulässigen Bereiche für die ein-
zelnen Zahlensysteme aufgeführt.
Binär 1000000000 Ϲ
x Ϲ 1111111111
0 Ϲ
x Ϲ 0111111111
Oktal 4000000000 Ϲ
x Ϲ 7777777777
0 Ϲ
x Ϲ 3777777777
Dezimal –2147483648 Ϲ
x Ϲ 2147483647
Hexadezimal 80000000 Ϲ
x Ϲ FFFFFFFF
0 Ϲ
x Ϲ 7FFFFFFF
Beispiel 1: Die folgende Rechnung ist auszuführen, um
ein Binär-Ergebnis zu erhalten:
10111
2
+ 11010
2
Binär-Modus F F 3 b
0.
b
10111
2
+ 11010
2
0.
b
=
110001.
b
Beispiel 2: Die folgende Rechnung ist auszuführen, um
ein Oktal-Ergebnis zu erhalten:
7654
8
Ϭ 12
10
Oktal-Modus F F 3 o
0.
o
l l l 4
(
o
)
7654
8
\
l l l 1
(d)12
10
0.
o
=
516.
o
Beispiel 3: Die folgende Rechnung ist auszuführen, um
ein Hexadezimal-Ergbenis zu erhalten:
120
16
or 1101
2
Hexadezimal-Modus F F 3 h
0.
H
l l l 3
(
b
)
1101
2
0.
H
120
16
l 2
(
or
)
34


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