Tabla de contenido
z r g h / d n 4
13
p x C
DEC (25) ⭢ BIN j @ / 25
@ z
@ h 1AC
HEX (1AC)
@ z
⭢ BIN
@ r
⭢ PEN
@ g
⭢ OCT
⭢ DEC
@ /
−
@ z (
(1010
100)
×
=
1010 &
11
100 ) k 11
[BIN]
=
BIN (111) → NEG d 111 =
+
@ h 1FF
HEX (1FF)
=
@ g +
OCT (512)
512 =
@ h
HEX (?)
j x M
@ h 2FEC
−
2FEC
2C9E
& 2C9E m
M
⇒
1
+
−
2000 & 1901
) 2000
1901
m
M
⇒
2
—
=
t M
M
j x M
=
@ z 1011
1011 AND 101
4 101 =
[BIN]
=
@ h 5A p
5A OR C3
C3 =
[HEX]
=
@ z n
NOT 10110
10110 =
[BIN]
=
@ g 24 x
24 XOR 4
4 =
[OCT]
=
@ h B3 C
B3 XNOR 2D
2D =
[HEX]
→ DEC
@ /
[ :
14
7°31'49.44" ⭢ [10] j 7 [ 31 [
49.44 @ :
123.678 ⭢ [60]
123.678 @ :
3 [ 30 [ 45
3h 30m 45s +
+ 6 [ 45 [
6h 45m 36s = [60]
36 =
1234 [ 56 [
1234°56'12" +
12 + 0 [ 0
0°0'34.567" = [60]
[ 34.567 =
3 [ 45 & 1.69 =
3h 45m – 1.69h
@ :
= [60]
v 62 [ 12 [
sin 62°12'24"
24 =
= [10]
24 [ N 4
24° ⭢ ["]
0 [ 0 [ 1500
1500" ⭢ [']
N 5
u E H
15
j 6 H 4
r:
x = 6
r =
(
(
y = 4 ⭢
θ
@ u
{:
= [°]
14 H 36
X:
r = 14
x =
(
(
⭢
θ
Y:
@ E
y =
= 36 [°]
K L
16
=
V
15.3 m/s
0
=
t
10 s
1
11001
BIN
⎯
+
=
2
V
t
gt
0
2
=
125 yd
? m
110101100
BIN
• Physical constants and metric conversions are shown in the tables.
3203
• Les constantes physiques et les conversions des unités sont
PEN
indiquées sur les tableaux.
654
• Physikalische Konstanten und metriche Umrechnungen sind in
OCT
der Tabelle aufgelistet.
• Las constants fi sicas y conversiones métricas son mostradas
428.
en las tables.
• Constantes fi sicas e conversões métricas estão mostradas nas
tablelas.
• La constanti fi siche e le conversioni delle unità di misura vengono
10010
mostrate nella tabella.
BIN
• De natuurconstanten en metrische omrekeningen staan in de
BIN 1111111001
tabellen hiernaast.
• A fi zikai konstansok és a metrikus átváltások a táblázatokban
találhatók.
• Fyzikální konstanty a převody do metrické soustavy jsou uvedeny
1511
v tabulce.
OCT
• Fysikaliska konstanter och metriska omvandlingar visas i tabellerna.
349
• Fysikaaliset vakiot ja metrimuunnokset näkyvät taulukoista.
HEX
• Fysiske konstanter og metriske omskrivninger vises i tabellen.
•
• Konstanta fi sika dan konversi metrik diperlihatkan di dalam tabel.
34E
HEX
•
K 01–52
6FF
HEX
c
c
(m s
–1
01:
,
A4D
0
HEX
G
3
02:
(m
kg
–2
g
(m s
03:
n
1
BIN
m
(kg)
04:
e
DB
m
(kg)
HEX
05:
p
m
n (kg)
06:
BIN 1111101001
m
(kg)
07:
µ
u
20
1
(kg)
08:
OCT
e
(C)
09:
HEX FFFFFFFF61
h
(J s)
10:
159.
-
k
(J K
–1
11:
µ
(N A
–2
12:
0
ε
(F m
–1
13:
0
663
⎯
7
r
(m)
14:
1250
e
α
123(40 q 40.8 "
15:
a
(m)
16:
0
∞
R
(m
–1
)
17:
10(16 q 21. "
Φ
(Wb)
18:
0
@ L 01–44
x
1234(56 q 47. "
01: in
cm
→
02: cm
in
→
2(3 q 36. "
03: ft
m
→
0.884635235
04: m
→
ft
86 q 400.
05: yd
m
→
06: m
yd
→
25.
07: mi
km
→
08: km
mi
→
09: n mi
m
→
7.211102551
33.69006753
10: m
→
n mi
11.32623792
2
11: acre
m
→
8.228993532
12: m
2
acre
→
13: oz
g
→
14: g
oz
→
15: lb
kg
→
j 15.3 k 10 +
2 @ Z k K 03
k 10 A =
? m
643.3325
U
j 125@ L 05 =
U U
µ
)
(J T
–1
)
e
V
19:
37:
B
µ
–1
–2
–1
t
s
) 20:
(J T
)
38:
e
µ
–1
)
(J T
)
39:
AU
21:
N
µ
(J T
–1
)
40:
pc
22:
p
µ
(J T
–1
)
41:
M
(
12
C) (kg mol
23:
n
µ
-
(J T
–1
)
h
24:
42:
µ
λ
(m)
43:
E
25:
c
h
λ
G
(m)
44:
26:
c
p
0
,
σ
α
–2
–4
(W m
K
) 45:
27:
–1
m
m
28:
N
,
L
(mol
–1
)
46:
p /
A
e
)
(m
3
mol
–1
)
29:
V
47:
M
m
u
λ
)
30:
R
(J mol
–1
K
–1
) 48:
c
n
,
)
F
(C mol
–1
)
c
31:
49:
1
Ω
R
c
32:
(
)
50:
K
2
e
m
–1
Z
e (C kg
)
51:
33: –
/
0
m
h
e (m
2
s
–1
)
52: atm
34:
/2
γ
(s
–1
T
–1
)
35:
p
36:
K
(Hz V
–1
)
J
16: kg
31: cal
J
→lb
→
IT
°
°
32: J
cal
17:
F
→
C
→
IT
°C
°F
33: hp
W
18:
→
→
19: gal (US)
→
L
34: W
→
hp
20: L
gal (US)
35: ps
W
→
→
21: gal (UK)
L
36: W
ps
→
→
22: L
gal (UK)
37: kgf/cm
→
23: fl oz(US)
mL
38: Pa
kgf/cm
→
→
24: mL
fl oz(US)
39: atm
Pa
→
→
25: fl oz(UK)
→
mL
40: Pa
→
atm
26: mL
fl oz(UK)
41: mmHg
→
27: cal
J
42: Pa
mmHg
→
→
th
28: J
cal
43: kgf·m
→
→
th
29: cal
J
44: N·m
kgf·m
→
→
15
30: J
cal
→
15
N (ENG)
17
×
=
100 N 3 4 k
100 m
10 k
?
10 N 3 0 =
n J
18
114.3
=
j @ J 1 0 1
⭢ [FIX, TAB
1]
÷
=
5 z 9 =
5
9
ANS
U
×
=
k 9 = *
ANS
9
5 z 9 =
U
@ n
⭢ [MDF]
×
=
k 9 = *
ANS
9
U U
@ J 1 3
⭢ [NORM1]
•
5
⎯
×
1
*
9 = 5.5555555555555
9
3
⎯
×
2
*
9 = 0.6 × 9
5
(J)
N (ALGB)
19
(K)
=
−
+
j ; X @ 1
f
x
x
3
x
2
(
)
3
2
(m)
- 3 ; X A + 2
(m)
= −
N 1 S 1 e
x
1
–1
)
= −
N 1 S 0.5 e
x
0.5
(J s)
@ * ; A A
(J)
2
2
A
+ B
+ ; B A
(s)
=
=
N 1
A
2, B
3
2 e 3 e
=
=
N 1
A
2, B
5
e 5 e
(kg mol
–1
)
(m)
N (SOLVER)
20
(W m
2
)
−
j v ; X - 0.5
x
sin
0.5
(m K)
=
N 2 0 e e
Start
0
Ω
(
)
=
e 180 e e
(Pa)
Start
180
_ H R v p c g o Q
21
G s i j h f a b S
V U
b 1 0
@ Z
DATA
95 _
95
80 _
80
_
80
75
75 H 3 _
75
2
Pa
→
75
50 _
50
2
x – =
t R
σ x =
t p
Pa
→
n =
t c
Σx =
t g
N·m
Σx
=
t o
2
sx =
t v
=
A =
sx
2
( 95 &
; R )
– )
− x
(95
⎯ ×
+
=
z ; v
10
50
sx
k 10 + 50
=
1 ' 000.
0.0
5
⎯
9
0.6
5.0
1
5
⎯
9
0.6
3
⎯
5
2
⎯
5
2
5
5.4
5.4
−
×
×
1
10
9
2.
-
1
⎯
1
8
H 13
H 29
30.
150.
S#a# 0 [ SD ]
0.
DATA SET=
1 .
DATA SET=
2 .
DATA SET=
3 .
DATA SET=
4 .
DATA SET=
5 .
x – =
75.71428571
σ x =
12.37179148
7.
n=
Σx=
530.
Σx
=
41 ' 200.
2
13.3630621
sx=
=
178.5714286
sx
2
64.43210706
Tabla de contenido
