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HP 30s - Scientific Calculator Manual

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HP 30S
HP 30S
HP 30S
HP 30S
Part number F1900-90250
Printed in China
Version 1.1
+
+
+
+
-
l
q
q
q
q
F
F
F
F
(
(
(
(
)
)
)
)
\
+ ° ± ²
5
+
9
l
6
\
DEG
5+9*6
²
59.
+/°
n
F
6
q
4
-
8
\
DEG
-6/4°8
²
-9.5
()
6
l(
2
+
3
)
\
DEG
6*(2+3)
²
30.
6
(
2
+
3
)\
DEG
6(2+3)
²
30.
no
no
no
no
no
1
+
2
\
DEG
1+2
²
3.
2
+
3
\
DEG
2+3
²
5.
3
+
4
\
DEG
3+4
²
7.
nn
DEG
2+3
²
‡
o
DEG
3+4
²
$
[
ANS
]
ANS
1
+
2
\
DEG
1+2
²
3.
l
10
\
DEG
Ans*10
²
30.
S$
[
ANS
]
\
DEG
sin(Ans)
²
0.5
x
2
$
[
y
x
]
$
$
$
$
[
]
$
$
$
$
[
x
°1
]
1
]
x
2
3
v\
DEG
3
2
²
9.
y
x
2
$
[
y
x
]3
\
DEG
2^3
²
8.
C
169
\
DEG
√
(169)
²
13.
3
$
[
] 27
\
DEG
3
x
√
(
27)
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3.
x
°1
4
$
[x
°1
]
\
DEG
4
-1
²
0.25
$
$
$
$
[%]
$
[%
CHG
]
%
20
$
[%]
l
300
\
DEG
20%*300
²
60.
%
CHG
$
[
%
CHG
]
4
$
[,]
8
\
DEG
%CHG(4,8)
²
100.
V $^
$
[
_
]
]
7
6
/
8
° 3
7
V
6
V
8
-
3
\
DEG
7
°
6
°
8°3
²
4
U
3/4
1
/
2
+
3
/
5
1
V
2
+
3
V
5
\
DEG
1
°
2+3
°
5
²
1
U
1/10
11
/
4
→
2
3
/
4
11
V
4
\
DEG
11
°
4
²
2
U
3/4
2
3
/
4
→
11
/
4
2
V
3
V
4
$
[
^
]
\
DEG
2
°
3
°
4
¶^ ²
11/4
2
3
/
4
→
2.75
2
V
3
V
4
$
[
_
]
\
DEG
2
°
3
°
4
¶_ ²
2.75
2.75
→
2
3
/
4
2
.
75
$
[
_
]
\
DEG
2.75
¶_
²
2
U
3/4
X
X
X
X $
[
DMS
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Xp
DEG
DEG
R
A
D
GRD
DMS
\b
45
$
[
DMS
]
RAD
”
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"
r
g
±
\\
RAD
tan(45”)
²
1
DRG
UX/
RAD
D
E
G
RAD
GRD
DMS
\
2
[$
[
DMS
]
p
pp
DEG
”
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"
r
g
±
\\
DEG
2
π
r
²
360.
DMS
1
.
5
$
[
DMS
]
/
–
DEG
D
M
S
\\
DEG
1.5
DMS
²
1
”
30’0"
x
x
x
MI$
[10
x
]
$
[e
x
]
LOG
M
100
pl
3
\
DEG
log(100)*3
²
6.
LN
I
30
\
DEG
ln(30)
²
3.401197382
10
x
$
[
10
x
]
4
\
DEG
10^(4)
²
10’000.
e
x
$
[
e
x
]2
\
DEG
e^(2)
²
7.389056099
S$
[
SIN
°1
]
Z$
[
COS
°1
]
b$
[
TAN
°1
]
SIN
S[q
6
\
RAD
sin(
π
/6)
²
0.5
COS
°1
$
[
COS
°1
]0
.
5
\
RAD
cos
°1
(0.5)
²
1.047197551
$
[
HYP
]
HYP
$
[
HYP
]
S
1
\
DEG
sinh(1)
²
1.175201194
$
[
HYP
]
$
[
COS
°1
]1
.
5
\
DEG
cosh
°1
(1.5)
²
0.96242365
$
[
H
]
]
R
→
P
r
$
[
H
]
DEG
R
Pr R
P
θ
±
\
3
$
[,]4
\
DEG
R
Pr(3,4)
²
5.
R
→
P
θ
$
[
H
]
p
DEG
R
Pr R
P
θ
±
\
3
$
[,] 4
\
DEG
R
P
θ
(3,4)
²
53.13010235
P
→
R
x
$
[
H
]
pp
DEG
–
P
R
X
P
R
Y
\
5
$
[,]53.1301
\
DEG
P
R
X
(5,53.1301)
²
3.000000164
P
→
R
y
$
[
H
]
/
DEG
–
P
R
X
P
R
Y
\
5
$
[,]53.1301
\
DEG
P
R
Y
(5,53.1301)
²
3.999999877
$
[
FIX
]
$
[
RND
]
$
[
SCI
/
ENG
]
E
FIX
2
l[\
DEG
2*
π
²
6.283185307
$
[
FIX
]
pppp
DEG
F0123
456789
\
DEG
FIX
2*
π
²
6.283
RND
2
l$
[
RND
]
[
\
DEG
FIX
2*RND(
π
)
²
6.284
SCI
/
ENG
123456
$
[
SCI
/
ENG
]
p
DEG
FLO
S
C
I
ENG
\\
DEG
SCI
123456
²
1.23456
X
10
05
$
[
SCI
/
ENG
]
p\
DEG
ENG
123456
²
123.456
X
10
03
E
1
.
23
EF
5
\
DEG
1.23E-5
²
0.0000123
$
[
K
]
K
$
[
K
]
l
30
-
5
\
DEG
k=*30°5
K
U
DEG
K
2
\
DEG
2*30°5
²
K
55.
5
\
DEG
5*30°5
²
K
145.
$
K
DEG
²
h
CONV
5
h
DEG
„
i
n
c
h
cm mm
±
‡
op\
DEG
feet
m
±
5.
p
DEG
–
y
a
r
d
mile
±
5.468066486
p
DEG
–
yard m
i
l
e
±
0.003106856
?$
[
RCL
]
<$
[
CL
-
VAR
]
$
[
CL
-
EQN
]
STO
25
?
DEG
„
A
B
C
D
X
1
±
\
DEG
25
„
A
²
25.
RCL
3
+$
[
RCL
]
DEG
A
B
C
D
X
1
±
25.
\\
DEG
3+25
²
28.
?p
DEG
„
A
B
C
D
X
1
±
\
DEG
Ans
„
B
²
28.
VRCL
<p
DEG
±
A
B
C
D
X
1
28.
\+
3
\
DEG
B+3
²
31.
CL
-
VAR
$
[
CL
-
VAR
]
<
DEG
A
B
C
D
X
1
±
EQN
U
3
<
DEG
A
B
C
D
X
1
±
\+
5
<p\
DEG
3A+5B
²
?/
DEG
–
Y
2
E
Q
N
\
DEG
3A+5B
„
EQN
²
0.
</\
DEG
3A+5B
²
\
55
DEG
A=55
²
\
6
DEG
B=6
²
\
DEG
3A+5B
²
195.
CL
-
EQN
</
DEG
–
Y
2
E
Q
N
$
[
CL
-
EQN
]
</
DEG
–
Y
2
EQN
#$
[
M
°
]
:
M
+
5
#
DEG
5
²
M
5.
7
#
DEG
7
²
M
7.
MRC
:\
DEG
12
²
M
12.
M
°
3
$
[
M
°]
DEG
3
²
M
3.
:\
DEG
9
²
M
9.
MRC
::
DEG
9
²
P
P
P
P
n
P
r
3
P
DEG
n
P
r
nCr !
±
\
2
\
DEG
3
nPr 2
²
6.
n
C
r
3
Pp
DEG
nPr
n
C
r
!
±
\
2
\
DEG
3 nCr 2
²
3.
!
5
Ppp
DEG
nPr
nCr
!
±
\\
DEG
5!
²
120.
RANDM
P//
DEG
–
R
A
N
D
M
±
\\
DEG
RANDM
²
0.962550876
RANDMI
P/
DEG
–
R
A
N
D
M
I
\
3
$
[,]9
\
DEG
RANDMI(3,9)
²
5.
c
c
c
c
CONST
5
lcp
DEG
c g
G Vm NA
±
\\
DEG
5*9.80665
²
49.03325
!
STAT
*J
n
1°
VAR
: 15, 15, 18, 18, 18
MODE
!
1
STAT DEG
1
-
V
A
R
2-VAR
±
\
STAT DEG
DATA
*
15
STAT DEG
X
1
=15
²
‡
o
2
STAT DEG
FREQ
1
=2
²
‡
o
18
STAT DEG
X
2
=18
²
‡
o
3
o
STAT DEG
X
3
=
²
‡
STATVAR
Jpppp
STAT DEG
–
Σ
X
Σ
X
2
84.
l
2
\
STAT DEG
Σ
X*2
168
CLR
-
DATA
!\pp
STAT DEG
–
C
L
R
-
D
A
T
A
\!
0
DEG
n
2°
VAR
: (5, 7), (8, 10),
x
’ = 11
MODE
!
1
p
STAT DEG
1-VAR
2
-
V
A
R
±
DATA
\*
5
STAT DEG
X
1
=5
²
‡
o
7
STAT DEG
Y
1
=7
²
‡
o
8
STAT DEG
X
2
=8
²
‡
o
10
o
STAT DEG
X
3
=
²
‡
STATVAR
Jpppppp
p
STAT DEG
–
Sy
σ
y
x’
y’
±
\
11
\
STAT DEG
X’(11)
9
CLR
-
DATA
!\p
STAT DEG
–
C
L
R
-
D
A
T
A
\!
0
DEG
!
!
!
!
L
SOLV
[
@
][
]
]
]
]
]
3
x
+ 5
y
= 21, °
x
+ 3
y
= 7,
x
= ?,
y
= ?
MODE
!
2
DEG
L
SOLV
@
,
]
, =
3
$
[
@
]
+
5
$
[
]
]
$
[=]21
$
[,]
DEG
L
SOLV
3X+5Y=21,
F$
[
@
]
+
3
$
[
]
]
$
[=] 7
DEG
L
SOLV
–
2
1, °X+3Y=7
\
DEG
L
SOLV
X
Y
2.
p
DEG
L
SOLV
X Y
3.
MODE
!
0
DEG
RCL
$
[
RCL
]
ppppp
p
DEG
–
X
2
X
Y Y
1
±
2.
p
DEG
–
X
2
X Y
Y
1
±
3.
!
Q
SOLV
[
@
]
x
2
+ 2
x
° 3 = 0,
x
= ?
MODE
!
3
DEG
Q
SOLV
@
, =
$
[
@
]
v+
2
$
[
@
]
-
3
$
[=]0
DEG
Q
SOLV
X
2
+2X°3=0
\
DEG
Q
SOLV
X1
X2
1.
p
DEG
Q
SOLV
X1
X2
-3.
MODE
!
0
DEG
RCL
$
[
RCL
]
pppp
DEG
A B C D X
1
±
1.
p
DEG
–
X
2
X Y Y
1
±
°3.
© Copyright 2003 Hewlett-Packard
Development Company, L.P.