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Sharp PC-1403 - Page 94

Sharp PC-1403
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88
T
h
i
s
r
e
sults
i
n
an
equat
i
on
o
f NOT X
=
-
X
-
1
,
i.
e
. ,
N
OT X
= -
(X +
1
)
T
hu
s,
1
i
s
inv
e
rte
d
t
o
0
,
a
nd
O
to
1
f
o
r
ea
c
h b
i
t,
whi
c
h
i
s
ca
ll
ed
"
neg
a
ti
on
(
NOT
op
era
ti
on
}
.
"
T
he
n
,
th
e
f
ollowi
ng
wi
l
l
re
s
u
lt
w
h
e
n
1
a
n
d
N
O
T
1
are
a
dd
e
d
t
o
ge
t
her
:
00000000000
0000
1
(1 )
+}
1111
111
1111
11110
(
NOT
1
)
. . . .
. . . . . . . . . . . . . . .
o
n
es
c
o
mple
m
e
n
t
1
1111
1
111
1
11
11
1 1
(
-
1
)
t
w
os
com
pl
ement
Thu
s
,
a
ll
b
i
t
s
b
eco
me
1.
A
cco
r
ding to
t
h
e
a
b
o
ve
numb
e
r
li
st
,
t
he b
i
ts
be
co
me
-
1
in
d
e
cim
a
l
n
otat
i
on
,
t
h
at
is
,
1
+
NO
T
1
=
-
1 .
Th
e
r
e
l
at
io
n
s
h
ip
b
e
tw
e
en
n
um
eric
a
l
va
lu
e
X
a
nd
i
t
s
n
e
ga
t
e
d
(o
r
i
n
v
e
rted
)
va
l
u
e
N
O
T X
i
s
:
X
+
N
OT X
=
-
1
The
neg
a
ti
o
n
(
NOT
)
o
f
a
binar
y
numb
e
r
0
00
0000
0
000000
01
is
t
ak
en
as
f
o
ll
ows
:
NO
T
0
0000
000000000
0
1
(Nega
t
i
ve)-
>
111111
11
1111
1 1 1
0
D
e
c
i
ma
l
1
6-b
it
b
i
n
a
ry
n
o
tat
i
o
n n
ota
t
i
o
n
327
67
0
1
1
11
11
1
11
11
1 1
1 1
3
00
00000000
0
000
1 1
2 00000
00
0000000
1
0
1
0
000000
000
0
0000
1
0
0000
0
000
000
00000
-
1
11
1
;
1
11 11
1
11 11
1 1
-2
1 1
111
1
111
11
111
10
-
3
111
11
11
11
11
1
11
01
-32768
1
0000
00
00
0
000000
•
D
ec
i
ma
l
nu
m
ber
s
c
a
n
b
e
expr
essed
i
n
t
he b
i
n
ary not
ati
o
n
of
1
6
bit
s
as
foll
o
w
s:
T
he
X
OR
i
n
st
ru
ction cannot be
u
sed in
com
bi
na
t
i
o
n
w
i
t
h
th
e
AN
D
o
r OR
ins
tru
ct
i
o
n
in
a
n
ex
pr
ess
ion.
T
o
exec
u
t
e
e
x
p
r
essio
n
D
=
(
A
X
OR
B
)
A
ND C,
f
or examp
l
e,
d
ivi
d
e the
e
x
p
res
s
io
n
i
n
to two
p
arts for
e
x
e
cut
i
on
:
D
=
A
XO
R
Band
D
=
O
ANO
C
.
C
o
ncepts
a
nd Terms
of
BASIC

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