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...
1
8
2
AND is a numeric
f
unct
i
o
n
wh
i
ch
ge
n
e
r
ates
r
an
do
m
numb
er
s
.
If the
valu
e of
th
e
a
rgument
i
s less
t
h
a
n
o
n
e but
g
r
ea
ter than
o
r
e
qu
a
l
t
o
z
e
r
o
,
the random num
b
er
i
s
le
ss
than one and
g
r
eate
r
t
han or equal to
zer
o
.
If the
a
r
gum
en
t
i
s
a
n
in
t
eger
gr
eate
r
th
a
n or
eq
u
al to
1
,
the
resu
lt is a random
n
u
m
ber
grea
t
e
r
th
an
o
r
equ
al to
1
and
les
s
t
h
a
n
or
e
qu
a
l
to the
arg
u
m
e
nt.
I
f
t
h
e
ar
gu
me
n
t
i
s
gr
eater
th
a
n
or
e
qual to
1
a
nd not
a
n
in
t
eger
,
the
re
s
ul
t
i
s a
r
a
n
d
om
n
u
m
b
e
r
g
r
ea
te
r
t
h
a
n
o
r
equa
l
t
o
1
a
nd
l
e
ss than
o
r
equ
al to
t
he
s
m
a
ll
es
t
in
t
eg
er
w
h
ic
h
i
s
l
arg
er
t
han
t
h
e
ar
gu
m
en
t.
(
In
t
hi
s
case
,
t
he
generat
i
on
o
f
t
he
r
a
nd
o
m
num
be
r
c
h
a
n
ge
s
dep
en
di
ng on
t
h
e va
l
ue
o
f
t
he
deci
m
al
p
o
rt
i
on of
t
he
a
rgu
m
en
t.
)
1
RND
numeri
c
e
x
pressi
on
REC
is
a
numer
i
c
f
un
cti
on
wh
i
ch co
n
v
erts
nu
me
r
ic
a
rgum
en
ts
i
n
pol
a
r
coordinates
format to rec
t
angu
l
ar
c
o
ord
i
na
t
es
form
a
t.
The first
numer
i
c
argumen
t
in
dica
t
es
t
he
di
s
t
a
nce and
seco
nd numeric argument
indicates the
ang
l
e
w
hi
ch
d
epend
s
o
n
wh
e
th
e
r
t
h
e COMPUTER is
i
n decimal degree,
radian, or grad mode for angles.
T
he
v
a
lue
s
c
on
v
e
rte
d
,
th
e
di
s
tan
c
es from the y-axis
and the
x-ax
i
s
,
a
r
e
ass
ig
ned
i
nt
o
t
he
fi
x
ed
v
a
ri
ables Y and
Z
,
re
s
pe
c
tively. REC (7,
50) is
(4.4995
1
3268
,
5
.
3623
1 1
102
)
in
de
cim
al
de
gre
es
.
1
REC
(
nu
m
e
ri
c
expr
ess
ion
,
numer
i
c
express
i
o
n
)
RCP is a
nume
ric
f
unc
t
i
on
wh
i
ch
r
etu
rns
t
h
e
re
c
ipr
oca
l
o
f
it
s
num
eri
c
a
r
g
um
en
t.
R
C
P
5
is 0.2
.
1
RCP
nume
ric
e
x
p
ress
i
on
POL is a numeric
funct
io
n
wh
i
c
h
co
n
v
e
rts
numeri
c
a
r
gum
en
t
s
in
re
cta
ng
u
lar coor-
dinates
for
m
at to polar
co
ord
i
na
t
e
fo
rm
a
t.
The
fir
s
t
numeri
c
ar
gumen
t indi
c
ate
s
t
h
e
di
s
t
ance from the
y
-a
x
i
s
a
nd the second
numer
i
c
argumen
t
i
nd
i
c
at
es the
di
sta
n
ce from
t
he
x-ax
i
s
.
T
h
e
v
a
l
ue
s
c
on
v
ert
e
d
,
the
distanc
e and
t
he angle
i
n the
po
l
a
r
co
or
d
i
na
t
es
,
are
as
si
g
ned
t
o
th
e
fix
ed variables
Y
and
Z,
resp
ect
i
v
el
y.
T
h
e
a
ng
l
e
co
n
v
erted
dep
e
nd
s
o
n
w
hethe
r
t
he COMPUTER
is
in
decimal
de
gr
ee
,
ra
d
i
an, or
g
rad mode for
a
ng
l
es. POL
(3
,
4
)
is
(
5
,
53
.
1
3
010235)
in
de
c
im
al
d
e
g
re
es
.
1
POL (numeric
e
x
pre
ss
i
on
,
n
um
e
r
ic
ex
pre
s
s
i
on
)
Functions
Numeric Functions

Related product manuals