EasyManua.ls Logo

Sharp PC-1403

Sharp PC-1403
252 pages
To Next Page IconTo Next Page
To Next Page IconTo Next Page
To Previous Page IconTo Previous Page
To Previous Page IconTo Previous Page
Loading...
90
Y
o
u
m
u
s
t
u
se
pa
r
e
nt
h
e
se
s for
fu
nc
ti
on
s
w
h
i
c
h
h
ave
mo
r
e
t
han
on
e
a
r
g
um
en
t.
U
s
in
g
pa
r
ent
h
e
s
es
a
lw
a
y
s
ma
kes
pro
gra
m
s
c
l
ea
r
e
r
.
S
ee C
hapt
e
r
8
f
o
r
a complete
li
s
t of
f
unc
t
io
ns
ava
i
la
b
l
e on
t
he
c
omput
e
r.
ABS
(
-5
)
is
5
ABS
(6
)
is 6
L
OG
i
s
a
f
u
nc
t
io
n which
comp
utes
t
h
e log to
t
h
e base
1
0
o
f
i
t
s
ar
g
ume
n
t.
L
O
G (100)
i
s 2
L
O
G
(
1000) is 3
A
fun
c
tio
n
c
an be
us
ed
an
y p
la
c
e
t
h
at a
va
r
i
ab
l
e
c
a
n
b
e u
sed
.
M
an
y
fun
c
tion
s do
n
ot
r
equir
e
th
e
u
s
e of
p
a
r
e
nt
he
s
e
s:
L
O
G
1
00
i
s the
sam
e as LOG (100)
Funct
i
ons
a
r
e
s
pe
c
ial
comp
onents of the
BA
SIC
l
ang
u
age which take
o
n
e value
a
nd
tr
a
n
s
form
i
t into another
value
.
Fu
n
ct
i
o
n
s act like
v
ariab
l
e
s whose
va
l
ue
i
s
determ
i
ned
by
t
he
va
l
ue
o
f
oth
er
v
ar
i
ab
l
e
s
or
e
x
pr
e
ssi
ons
.
ABS
i
s a
f
u
n
c
t
i
o
n
wh
ic
h produ
c
es
t
h
e
ab
so
lute
va
l
u
e of
it
s
a
r
gum
ent:
Functions
T
he
1
mea
ns
t
hat
th
e
e
x
press
i
on
i
s
T
rue.
1
.
(5>
3)
AN
D
(
2
<6)
D
is
pl
a
y
I
n
put
In
genera
l
,
any
of
t
h
e
ab
ove
expres
s
i
o
n
s
c
an be
u
se
d
i
n
th
e
R
UN
m
ode well as
i
n
p
rogr
a
m
min
g a BAS
I
C
stat
e
ment.
I
n
th
e
RUN
mod
e
a
n e
x
p
r
ess
i
on
i
s
co
mput
ed and
d
isp
l
a
y
ed
i
mme
d
i
ate
ly
.
F
or
e
xa
mple
:
RUN
Mode
5
+
(
2
*
3
)
o
r
(
5
+
2
)
*
3
T
h
e
exac
t
r
u
l
es
o
f
"
opera
tor
p
r
e
c
e
d
enc
e
" are
g
i
ve
n
i
n
App
end
i
x
D
.
To
a
vo
i
d
h
a
ving
t
o
r
em
em
ber all
th
ese
rule
s and to
mak
e
yo
ur
p
ro
gr
a
m
clea
rer
,
a
lw
a
y
s
u
s
e
pare
n
the
s
es to d
eter
min
e
th
e
s
eq
u
en
c
e of e
v
al
ua
t
i
on. The above
e
xa
mpl
e is
c
l
a
r
i
f
i
ed by
w
r
i
ting
e
ith
e
r
:
2*
3
=
6
6
+
5
=
1
1
or
5
+
2
*
3
co
u
I
d be
5+
2=7
7
*
3
= 2
1
C
o
nc
epts and Terms of BASIC

Related product manuals