- 25 -
- 26 -
23
8
+ 963
0
1
= 982
0
1
982.
23
8
+ 101011
2
= 111110
2
111110.
2A56
6
1
x 23
8
= 32462
6
1
32462.
8-4) Logical operations
• The
AND
, OR ,
XOR
,
XNOR
,
NEG
and
NOT
keys
can be used to perform the respective binary, octal,
decimal and hexadecimal logical operations.
19
6
1
AND 1A
6
1
= 18
6
1
18.
1110
2
AND 36
8
= 1110
2
16.
1110.
23
8
OR 61
8
=63
8
63.
120
6
1
OR 1101
2
=12D
6
1
100101101.
12d.
5
6
1
XOR 3
6
1
= 6
6
1
6.
2A
16
R
O
N
X
5D
6
1
= FFFFFFFF88
6
1
FFFFFFFF88.
MODE
DEC
MODE
OCT
963
23
=
+
MODE
BIN
RM
RM
101011 =
+
MODE
HEX
2A56
=
x
AND
AND
MODE
HEX
1A
19
=
MODE
OCT
MODE
BIN
36
1110
=
MODE
BIN
OR
OR
MODE
OCT
61
23
=
MODE
BIN
MODE
HEX
1101
120
=
MODE
HEX
XOR
MODE
HEX
3
5
=
XNOR
MODE
HEX
5D
2A
=
HEX
HEX
HEX
BIN
OCT
BIN
BIN
OCT
HEX
M
M
M
1F2D
16
- 100
10
= 7881
10
7881.
1EC9
.
7654
8
÷ 12
10
= 334.33
10
334.3333333
= 516
8
516.
• Fractional parts of calculation results are truncated.
110
2
+ 456
8
x 78
10
÷ 1A
16
= 390
16
= 912
10
390
.
912.
• Multiplication and division are given priority over
addition and subtraction in mixed calculations.
C
B
6
1
x (14
0
1
+ 69
0
1
)
= 15604
10
= 3CF4
16
15604.
3CF4.
MODE
MODE
HEX
DEC
100
1F2D
=
–
MODE
HEX
= 1EC9
16
MODE
MODE
OCT
DEC
12
7654
=
÷
MODE
DEC
MODE
MODE
OCT
MODE
BIN
456
110
BC
÷
MODE
HEX
1A =
x
+
MODE
MODE
HEX
DEC
(
x
69
14
=
)
+
MODE
HEX
MODE
OCT
DEC
78
HEX
HEX
HEX
OCT
X
➝
M