Inhaltsverzeichnis
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Zahlensystem
Binär
Oktal
Dezimal
Hexadezimal
7.1 Binär-, Oktal-, Dezimal- und Hexadezimalberechnungen
Beispiel
10111
+ 11010
=
2
2
B4716 - DF16 =
123
x ABC
=
8
16
1F2D
– 1001
=
16
0
7654
÷ 12
=
8
10
1234
+ 1EF
÷ 24
10
16
8
gültige Werte
0, 1
0, 1, 2, 3, 4, 5, 6, 7
0, 1, 2, 3, 4, 5, 6, 7, 8, 9
0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E, F
erforderliche Eingaben:
[2nd F] [gBIN]
10111 [+] 11010 [=]
[2nd F] [gHEX]
B47 [-] DF [=]
[2nd F] [gOCT]
123 [2nd F] [gHEX]
[x] ABC [=]
[2nd F] [gDEC]
[2nd F] [gHEX]
1F2D [2nd F] [gDEC]
[-] 100 [=]
[2nd F] [gHEX]
[2nd F] [gOCT]
7654 [2nd F] [gDEC]
[÷] 12 [=]
[2nd F] [gOCT]
=
[2nd F] [gDEC]
1234 [2nd F] [gHEX]
[+] 1EF [2nd F] [gOCT]
[÷] 24 [=]
[2nd F] [gDEC]
Anzeige im
Display:
0.
110001.
0.
A68
0.
53.
37AF4.
228084.
0.
7981.
7881.
1EC9.
0.
4012.
334.3333333
516.
0.
4d2.
757.
2352.
1258.
15
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