Sharp EL-506XBWH Operation Manual - Page 2

„10

Page 2 highlights

MEM ENGLISH EL-506X EL-546X CALCULATION EXAMPLES ANWENDUNGSBEISPIELE E(EMPLES DE CALCUL EJEMPLOS DE CALCUL° EXEMPLOS DE CALCULO ESEMPI DI CALCOLO REKENVOORBEELDEN PELDASZAMITASOK PAIKLADY VVPOoTO RAKNEEXEMPEL LASKENIAESIMERKKEJA DIMMEPPI BbPDICTIEHHB UDREGNINGSEKSEMPLER Q4L....11 eibathainsihuani OW *Mel* CONTOH-CONTOH PENGHITUNGAN CONTOH-CONTOH PERHITUNGAN CAC VI DU PHEP TINH Ill CR= 09(6.6)-65) -10 [21 03050 2 00 50 5= 2= 5M 50+ 2 M 21= MM O Ox -*0778 ITAE .10. (.0. 211 - 21. 1121 - 210011E M 100000 M 9 M ErnM 2 E 1=1:= ( )=0 ( )=0 03= 1003 = 1 1=1:=I 393024009 9.911.3.1.12 MS 010s 2.9 0108 3211.112.1 0-009 1411, MOW [31 C)====== .28.3- 0450+ 2as M 6 l= M Hi MI 600 a" 101508= 421)-5),12. 42(74 7, ) 9, M 120 M 0.05, (4.0-1- 5 CD 3 0 4 l= E= 9 E= [41 3447454/. 65.0o 940+ 45 go =) 57 (MI 0 25 = W 0 140. aaalsrms -6a IMMO& 02 185 1.01. 2026. IS/ OCIL=C:10(=)C=C:1 111160M on. 1, 6.6Pero -(2) 1==l600 00 00 0, MMM 4 M0 I l(=)(=I=M 1 1(010 r.1 1 0 (0. 11.5 + ainh 1.5)r - ==00 1.5 (=M) sae 1.5 MMI=) 3 1111260.400 107011901. 60. 210112931192 • 1231 (Lem (214=*.e ere. MP -=r 4.0) 0) r== StendeollzatIon conversion formula Standard Umrednungsfortnel Fomwle de come/6bn de stenderdNatIon Fermula de comma. de estanokaisacK5 Formula de convonao pedronlzada Formula dl oonveralone dells stantlantlintadone StendemINerIng amzeRngsformula Mende. WARM kiplet Voorec pro plepoSet roodolen1 Omvand11gs10 IMl standardise/0g NOnnItukeen kanverelokeeva 65psyne crawernmosempra newbessounon Ornreo.gsformel for alanclaniisering 55Innverso [241 Weft RufousM..IS.rIaRnSIA semi... Rama kowersIstandarkw. Gang M60 IN& 66i man's% (2-VLE) 4 .. 50 (DI- {2,03y -4 5,o6/-7 ( IMM 20304M] 5(=1607 011 (=DI WC.)-? 01 04(0)1 -6. 1251 (3-VLE) = 4. +09 ers- 4 10 1- 2.2.42 /6 10 «67=9 9 11 141-77021-42 s. ? det(0) , (M1010 M1 MM 6 M 6M 6 M 1 MM 17 1407 M02 (M)42 (=I (d 1932202921 (= LS 1= (2 -7.4 Idet(D)I 165. 1261 (MAD, CUBIC) 3,4-05-0 .1 .1 o @MOO 30 4 ®+0/ - 65 M0 ( IMM 504 4,3s.t 7 - 0 5 (= 4 I= s1 (=I 3 IS=17 00 0 MM -6.328328328 -1223200.7 0212200152 42.116901 02126001611 1.04901119. 1271 1 11CPI-X) (12-64 «0.10)(11+44= 94, 84. (-54.)- 181(.90, xassr.fm.o.« Oman- (M0 12 = 9 00 7 = 15 =0 0 11 = 4 00= (s) L 00 0111 ®0 0) 6 600 7 =6000 0 5 00 5 5002x] 00 0 11) 222. +664., Is =6=1=1 62 CI MI= 90 MMMM 0060=10N ==161 M 1...6 - " ,,,,,,,, o 0M300 5 (0) 7 0= In 20 , (= 200 log SSer - 0550 ( )(= 5 = 10, - MM 1.7(] k4 . e. -2x20- 6 00=70 1==1 8 (=Q 2= 9M 4 (MI 5 MCI (121L 12 CM/3M 4 M00 • 9 MI= - MG= et= M M=1 CM= 27 (0) 400®1= ,... 10 010Z1 3 = 5002516- 5 IM0 2 0 500 (= 25®C 120,400-05 12DM 400MM 500-45002.5%). WO 25 ( l(=) 400-(46045096)- WO I=1 30 MM 0.29527.24 2626772274 1.690970004 20.02611292 59,/ts.,99. .091.109 -2024.66.76 6.447401661 612. 94. 7.20. /0. 186' ga 296. 260. • The range ol the results of Owens triganornetrio (undone • Der EnjettnIsberelshMr Inverse trIgonemetrlsobe FunN5nen • Plage des r6sultats des(m.o. elgonorneldgues Inverses El range de los resat.. W Insionestfioonomehioas imams • Gen. dos results. W. thgenometricas invereas • La gamma del Haub. dl Mnslonl Mgonornablche Inverse • Het herelk van de resultaten van Inverse trIgonometrle •As inverztrigonomebiei funks,.eredmeny-tertomenot • Rcasah 0,,Redal invannleh bigenometrielojah funks( • Orrang fOr remitsan ay or/AnMe trIgonom.laka frnktIoner le.rdelsten trIwoometrIsten funkOolden Obsten •JOAsneraw pownuname Womb. /wrotromeTwNemilx cloyntamil • Omniole for resultater d amender trIgonometrIske funNloner • .36550,(5.6.05115505. • 2.4•11 obt0tia •5.5.18MENITXSEJMISMEN •Jultrt hail fungsi bigonernetri songseng • .seren basil fungsi higonamski inversi • Girt! hen cOs do Moog cOti do ham slf IVpng glac nglich dio DEo RAD - 0(.8600 - s sl = cows 0665100 050So 10/.85100 050 s200 [E]=)======CO 24/M (M.- M. M 2 MM 24 MI )MCI M0050 61500:14 02250:10 -10+250 WS% m === 15000® 250 M (M) Ox 0 0 00 5 0M 81.110 106.5104? 92 7500,1 11(1=7= 265100®'600 2750 M0MC) 53. V.) 24, 9®020 000=00 ==:l . 1-6 sa a 460. 260. AI 66S 10, MI. 2. 021 2 20,4,2346 4,6 0.0)460.12). ar,Ft &V., 24 m0 4 M 2MM 0MM= w 1 )== (M)MM(MM CX=1 9®= 0=0 4 090 14 222 61 a 50" 6/1104 191 .0.ANS CM= 4M : ANS. I= 510 8.-ANS ANS/ 00 8= 2 0 256. 444.37-ANS 44M 970 ME= 1101 CM= ; - - 2b,6,,106. M9M1M2M 4 ®s I= 0▪ = (0 2 M. 0 (WI5 (=ISM 1 5K)6 ( )9 l=C= W l= 2.5 l= M2 = 5MM M9 M 400 1.2 ML50 1 0 2 0 5 IIE12 1 19 GE16 = 4,5,6" 4262222222 21.6 4.221508024 120074196 1,9 9,16 19,2a 2 00( V - 0IS o 6/1 (=MMI= 4 = .-2 Ox I=C1 o (MC) el...0.0002 01= 2 f=1C1 tr-9 09 0 0201 M) ...001 02 E E 60. 1.2000029 j: (r11;1* 1-10 E=1 )E=E=E= . 0 2 I= 6 Of= 0M(M) 10 MI 131. 191 A-7 1.6s.1.-[....] - 41 ' • •,6,6 - at I= 7 f=1M 4 5Kg )0= 1.6s=j2IWIs= 5K) [111 (=C:MI E=) ) ll=t===== 4,7 1.112 1.43 40 [71 (= Kr, WI -1181 -41 WO 9 - PI -11,100 -41 0 60 M(M) 00 00 00 00 0(a0 0.60 00 00 EMIE ) 00 00 DEC(25)-/BIN 1.670712297 100. W. 6.190111294 0.22729.21 29.09261702 HIXIIGO -WEN -.CT -*000 BIN(1010.100) 611 .2109192. BIN(111)-AEG HID(GFF). OCT(512)HEX(?) 2FEC209.(.6) 020001801-03) i (CI M0M W MM I/60/u 1 )(=) 1A0 (Mg= 00 00 C)1 M= Immo, 2000. 994. 426. 00 ®0 M 11 M 1010 0 M) 111 I= (W)=7 1FF MMM 5,20 IGO (M) MOW //1//1/60/. 1511. 342" MMM0M 2C6E = 20000 190100 M 2FECM se/u 6y, 42, .0 -8,01xJ-12. 42 29. 00 9 0 0121 00 01 61 70 0 12 0 25 I ILL... , 42764271.6 500+ L1=2.51661105 1=B=I=E.3=== varIL1 -6.939939939 (=S t 00 o_ltrad(LIts)- (-24 -4 150 Cl*IMCI 00 0©MM00 IMM l_ered(LII2). -26 I=1 (=)(=)=0 MM 0: 4 (2 - /).1 corms.). Clf ) 1 CIMI=1 EWEE=E1] IM10 M 6. 1414212662 4. I=M0 0 lol 1 1f= IA 2 03 MOM -a -12r 0 1 f==01M1f=f= =I= 161 14 160 -0.6, 1C/0 s C12 MMM 00 00 (1 bi A -2, [261 ®(MAT) 11 41 [: 1 ]' m. • [1;712 ) M 2 M2M1 I.SID 2 1r1l ) (011M=10 0 20 2= 9.3 1 12(=16 C/C 4== (MII IMMM(M)0 (=I 4 00 0= 3 0=3 =0 555222 -42149.-[;:1 I=1 1MM 5 MM 5000* OM MIWN=MI1WIMMM augOnntIrneES 1 10)1 [945261 00 klarrNI3-l 0o:101 (MI I(=)(011Mt=0 MM 9 I= 090[2-5.088016514 52 -.matA mat. 71 4-4 CI IMMICIMM Mt 0 I301 Fundon Fondles Fond. Funci5n Funorro FunzIoN Fuca F1106.. Furkoe Fun.. Furktio 0605. Rm.. Ifonitu meerai Fungal Fungal Ham 51 ....Tr On. ,, cos, nrr,....F s. 0 0. Drormlo 505 nalissiger Bore. Plegadynanique Reno. .mice Grenada.. Campl Inam. Rekenoopackek Megantrodettszim..RM.. DynernlokO room. Dennitionsom.ele Dyneeminen .0 A.momurraourif mores. Dynamikamrkle NiklurntInou .4.00 II. 616065 Jul/ dlnamat Psalm clnamls SIMI ben 05ng DEG: I a '

  • 1
  • 2

MEM
ENGLISH
61500:14
15000®
460.
CALCULATION
EXAMPLES
10
,
-
MM
1.7(]
59,/ts.,99.
02250:10
-10+250
250
M
260.
ANWENDUNGSBEISPIELE
0
WS%
(M)
Ox
5
0M
AI
E(EMPLES
DE
CALCUL
k 4
.
6
00=70
1==1
.091.109
m
0
00
66S
EJEMPLOS
DE
CALCUL°
e
.
-2x20-
8
(=Q
2
=
9
M
81.110
11(1=7=
10,
EXEMPLOS
DE
CALCULO
4
(MI
5
MCI
-2024.66.76
106.5104?
265100®'600
MI.
92
7500,1
2750
M0MC)
2
.
021
ESEMPI
DI
CALCOLO
REKENVOORBEELDEN
PELDASZAMITASOK
PAIKLADY
VVPOoTO
RAKNEEXEMPEL
LASKENIAESIMERKKEJA
DIMMEPPI
BbPDICTIEHHB
UDREGNINGSEKSEMPLER
,...
10
010Z1
3
=
7
.
20.
eibathainsihuani
Q4L
....
11
OW
*Mel*
CONTOH-CONTOH
PENGHITUNGAN
CONTOH-CONTOH
PERHITUNGAN
CAC
VI
DU
PHEP
TINH
[E]=)======CO
==:l
-
"
,,,,,,,,
o
0M300
5
(0)
7
0=
0.29527.24
M.
M
2
MM
.
In
20
,
(= 200
2626772274
24
/M
-
24
MI
)MCI
1
-
6
(M.-
M0050
sa
===
log
SS-
0550
1.690970004
er
-
(
)(=
5
=
20.02611292
a
(121L
12
CM/3M
4
M00
53. V.)
9®020
2
6.447401661
000=00
20,4,2346
24,
9
MI=
612.
-
MG=
M
M=1
et=
CM=
27
(0)
400®1=
4,6
0.0)460.12).
1
)==
222
01024
00
0=
MO]
45®000
10•16
-
16.
-
ar,Ft
(M)MM(MM
123.5612
.
0
1234
CI
52
CI
12
l=
94.
CX=1
61
6,66666,
-
1.1
0
C1
0
f=
94.567
CI
12.6217.
4
&V.,
9®=
a
4
090
0=0
50
"
6
/
1104
1.00
-r60]
904501.660
I=I
I
2,36.
-
/0.
186
'
191
21162
.
1724•-110]
M
66
C1
16
1=12
,
11=
aalaymaf
2,- 4'1
24®®O
WOO.
24
m0
4
M
2MM
14
0MM=
w
1011
AND
101
o
(BIN)
(=MOD
1011
(=
101
0
P
5A
OR
C3
-
(HE.
I0)
W
CD SO=
,po
NOT
10110
-
(BIN)
l=0M10110
CD
,,,,,
622.2'
96
X0n6=
(0.
-
r)
00
I
6604=
26.
B3
/NOR
20
-
6
,
WO
-.EC
I0)C
E3
ItM
20,=
(M)(M)
66617/WV,
-It.
I121
(=I
1(
1
,
66.0.
—.An)
12•36
.
16.05
.
0
12
0
96
0
18.05
l=1
1
129:2012119
129.678-00
1..87800®
250mart
,
0
9O
0
45
80
Ill CR=
09(6.6)-
-65)
-10
03050
2
00
5
0
5
=
2
=
5M
50+
2
M
21=
MM
O
Ox
[21
M
100000
M
9
M
393024009
-*0
7
78
ErnM
9.911.3.1.12
ITAE
2
E
1=1:=
MS
010s
(
)=0
2.9
010
8
(
)=0
3211.112.1
.10.
(.0.
21
1
03=
1003
=
0-009
-
2
1.
112
1
1411,
-
2
10011
E
1
1=1:=I
MOW
[31
C)======
.28.3-
0450+
2as
M
6
l=
140.
4
5Kg
)0=
M
Hi
MI 600
00
( V
-
0
IS
o
6
/1
(=MMI=
4
=
02
E
E
a"
101508=
aaalsrms
.-2
Ox
I=C1
o
(MC)
1.6s.1.-[
....
]
1.6s=j2IWIs=
1.112
el...0.0002
01=
2
f=1C1
60.
421)-5),12.
-6a
-
41
'
5K)
1
.43
40
42
(
74
,
7)
9
, M
120
M
tr-9
09
0
0201
M)
1.2000029
•,6,6
-
at
...001
0.05
,
(4.0
-
1-
5
CD
3
0
4
l=
E
=
9
E=
IMMO&
j:
(
r
11;
1*
E=1
)E=E=E=
.
0
2
I=
6
Of=
131.
[111
(=C:MI
ll=t=====
1-10
0M(M)
10
MI
191
E=)
)
[41
DEC(25)-/BIN
M0M
W
MM
I/60/u
5
IM0
2
0
5002516-
500
(= 25®C
120,400-05
12DM
4
00MM
500-45002.5%).
WO
25
(
l(=)
296.
ANS.
I= 510
400-(46045096)-
WO
I=1
30
MM
260.
8.-ANS
8=
2
0
ANS/
00
444.37-ANS
44M 970
ME=
ga
.0.ANS
CM=
4M
:
1500
..1']
0
01500
(Mt
25.
The
range
ol
the
results
of
Owens
triganornetrio
(undone
Der
EnjettnIsberelsh
Mr
Inverse
trIgonemetrlsobe
FunN5nen
Plage
des
r6sultats
des
(m.o.
elgonorneldgues
Inverses
El
range
de
los
resat..
W
Insionestfioonomehioas
imams
Gen.
dos
results.
W.
thgenometricas
invereas
La
gamma
del
Haub.
dl
Mnslonl
Mgonornablche
Inverse
Het
herelk
van
de
resultaten
van
Inverse
trIgonometrle
•As
inverztrigonomebiei
funks,.
eredmeny-tertomenot
Rcasah
0
,
,Redal
invannleh
bigenometrielojah
funks(
Orrang
fOr
remitsan
ay
or/AnMe
trIgonom.laka
frnktIoner
le.rdelsten
trIwoometrIsten
funkOolden
Obsten
•JOAsneraw
pownuname
Womb.
/wrotromeTwNemilx
cloyntamil
Omniole
for
resultater
d
amender
trIgonometrIske
funNloner
.36550,(5.6.05115505.
2.4•11
obt0tia
•5.5.18MENITXSEJMISMEN
•Jultrt
hail
fungsi
bigonernetri
songseng
.seren
basil
fungsi
higonamski
inversi
Girt!
hen
cOs
do
Moog
cOti
do
ham
slf
IVpng
glac
nglich
dio
=
cows
DEo
RAD
-
0(.8600
-
s
sl
10/.85100
0665100
050So
050
s200
256.
6.
1101
CM=
M9M1M2M
4
®s I=
4,5,6"
4262222222
0▪
=
21.6
(0
2
M.
0
4.221508024
(WI5
(=ISM
120074196
1
5K)6
(
)9
1,9
l=C=
W
l=
2.5
l=
9,16
;
-
M2
=
5MM
M9
M
400
1
.
2
ML50
CJLMC)
Me MC)
4
C=1
,
1
f
r.=)P1
=CM
14
(=I=
39
1=C1N
1
301,1
0014
7,1102661
2160002752
7211102251
11.922211792
2.922222622
11226227.
1141
(=
,,n1
,
5.3m/s
C) 15.90
100+
2
MMM
00
00
=
10
01=
1,24
?n,
114
1250
-
®125000051=
1142
19,2a
1161
(k.
M.
G.
T,
m,
p,
n,
-
2,,,
b616
0.
A-7
1
0
2
0
5
IIE12
1
19
GE16
=
I=
7
f=1M
100.00,
100
IM=M10
10
(
1=00
/SRL
2
1171
C3
4,7
MED
5,6-ANS
(=X
IMMI
IM
1
5
MOM
0.0
FOLTAB-1)
0
0"
SO
5
f=
6
(=Mt
090.
5259555555550010
, 4
0.15x9
1181
(
4
1
(SOLO)
3447-
940+
57
(MI
02
[
7
1
(=
alno-0.5
454/.
45
0
185
HIXIIGO
1
)(=)
1
A
0
Kr, WI
0
60
M(M)
1.670712297
(Mg=
Immo,
M.
go
=)
25
=
1
.
01.
-1
181
00 00
100.
-WEN
00 00
20
00.
040.
10
65.0o
W
0
2026.
-41
00 00
W.
-.CT
C)1
994.
WO
9
-
PI
0(a0
0.60
6.190111294
-*000
M=
426.
(191
I=
IS/
OCIL=C:10(=)C=C:1
3
-11
,
10
0
00 00
0.22729.21
BIN(1010.100)
00 ®0
1010
0
IGO
(M)
===)(==)(===)=
EMIE
)
29.09261702
611
M
11
M
MOW
======
-41
00 00
.2109192.
BIN(111)-AEG
M)
111
I=
//1//1/60/.
111160M
1==l600
1111260.400
HID(GFF).
(W)=7
1FF
MMM
00
00
0,
on.
1,
6.6-
HEX(?)
342"
ortu
r
r
Br
MMM
4
M0
10
7011901.
OCT(512)-
5,20
1511.
2FEC-
MMM0M
2FECM
Pe
ro
-(2)
I
l(=)(=I=M
r
.1
1
0
60.
209.(.6)
2C6E
=
se/u
A-2,
B
-ii
1
1(010
02000-
20000
A
-2.
B
-
9
(
0
.
11
.
5
+
==00
1
.
5
(=M)
1801-03)
190100
6y,
i
(CI
M
42,
ainh
1.5)r
-
1.5
MMI=)
210112931192
sae
1231
(214=*.e
ere.
MP
-=r
4.0)
(Lem
0)
r==
StendeollzatIon
conversion
formula
1
Standard
Umrednungsfortnel
Fomwle
de
come/6bn
de
stenderdNatIon
Fermula
de
comma.
de
estanokaisacK5
Formula
de
convonao
pedronlzada
Formula
dl
oonveralone
dells
stantlantlintadone
[261
®(MAT)
StendemINerIng
amzeRngsformula
Mende.
WARM
kiplet
Voorec
pro
plepoSet
roodolen1
41
Omvand11gs10
IMl
standardise/0g
NOnnItukeen
kanverelokeeva
65psyne
crawernmosempra
newbessounon
]' m.
Ornreo.gsformel
for
alanclaniisering
55Innverso
00
9
0
7
0
0
12
0
2
5
I
500+
L1=2.51661105
1=B=I=E.3===
0121
ILL...
varIL1
-6.939939939
(=S
t
00
00 01
6
1
,
42
764271.6
o_ltrad(LIts)-
(
-24
-4
150
Cl*IMCI
IMM
.0
-8,01-
xJ-12.
42
29
.
6.
0
:
4
Clf
)
1
CIMI=1
EWEE=E
1]
1414212662
IM10
M
4
.
I=M0
2
03
MOM
(2
-
/).-
0
lol
-a
1
1f=
IA
-12r
0
1
f==01M1f=f=
14
160
=I=
161
-0.6,
corms.).
1C/0
s
C12 MMM
bi
A
00 00
(1
-2,
M
2
M2M1
I.SID
2
1r1l
)
(011M=10
0
2
0
2
=
9.3
1
12(=16
C/C
4==
Weft
Rufous
...ran
MISIRSIA
semi...
Rama
kowersIstandarkw.
Gang
M60
IN&
66i
man's%
[241
(
2-
VLE)
(DI-
(
IMM
{
2,03y
-4
20304M]
5,o6/-7
5(=1607
011
(=DI
WC.)-?
01
04
(
0
)1
-6.
1251
(3-VLE)
1
0
1-
(M1010
/
6
M1
MM
6
M
10
«67=9
9
11
6M
6
M
1
MM
17
141-77021-42
1407 M02
(M)42
s.
?
(=I
(d
1932202921
(=
LS
1=
(2
-7.4
det(
0
)
,
Idet(D)I
165.
2.
2.
42
1261
(MAD,
CUBIC)
@MOO
3,4-05-0
30
4
®+0/
-
65
.1.1
o
M0
(
IMM
504
4,3s.t
7
-
0
5
(=
4
I=
3
IS=1
7
s1
(=I
-1223200.7
00
0
0212200152
42.116901
02126001611
MM
1.04901119.
-6.328328328
1271
1
11CPI-X)
(12-64
«
0.10)
-
(11+44=
(M0
12
=
9
00
7
=
15
=0
0
11
=
4
00=
(s)
L
00 0111
®0
0)
6
600
7
=6000
0
5
00
5
5002x]
222
.
00
0
11
)
+664.,
94
,
84.
(-54.)-
181(.90,
Is =6=1=1
62
CI
xassr.f
m.o.«
MI=
90
MMMM
M
Oman-
0060=10N
1...6
==161
(MII
IMMM(M)0
(=I
4
00
0=
3
0=3
=0
I=1
1MM
5
MM
5000*
OM
-42149.-[;:1
augOnntIrneES
[945261
10)1
I(=)(011Mt=0
klarrNI3-l
(MI
MM
9
I=
md_15022)
dal
metA
-
-2
MIWN=MI1WIMMM
CIMM=
2
Ml=
3
==
Cl
iM1=1
IMMM
(291
1
)
(LIST)
A
-/
L2
OM0
M30
2
=
7,
10
4
0
M
M
0
00
1
G:S9
0
4
1011
10=
(=
I=MMWIMMCI
0000
00
0000
00
1=1100601=
Clm
9
OM
IO/(
4==
1000
9
==
LI.L.2-
(-1
60)
0*
M
Lt
-(247)
sort011,(742)
elm(L1,5)
(2
7
4
0
0)
6
05.5)
-
(5
5 5 5
5)
ouroul
Ll
(2
2
19)
0IM1==M===
.35
LI
-
(5
-
9)
®®0.
©®O.
aug(L1,L2)
(2
7
4
-9
-1
-4)
(=]r
00
MI=JI
)000=
min
L1.9
0M=MIMM=a3
max
L1-7
1=1/
IMMIMMa3
mean
11-4...0.0*
(=)l
00 00
0
4
0
7
00 0.
sum
L1=13
MIMI=MIMM==
0.0
-58
an
d
-
4
00 0©MM00
l_ered(LII2).
-26
I=1
(=)(=)=0
MM
090[2-5.0880165
14
CI
IMMICIMM
-.matA
mat.
Mt
0
I301
Fundon
Fondles
Fond.
Funci5n
Funorro
FunzIoN
Fuca
F1106..
Furkoe
Fun..
Furktio
0605.
Rm..
Ifonitu
er
e
mai
Fungal
Fungal
Ham
51
Drormlo
505
nalissiger
Bore.
Plegadynanique
Reno.
.mice
Grenada..
Campl
Inam.
Rekenoopackek
Megantrodettszim..
RM..
DynernlokO
room.
Dennitionsom.ele
Dyneeminen
.0
A.momurraourif
mores.
Dynamikamrkle
NiklurntInou
.4.0
0
II.
616065
Jul/
dlnamat
Psalm
clnamls
SIMI
ben
05ng
DEG:
I
a
'<la.
Gan
x:Ixl,
60
125-11)
.
....
Tr
RAD:
InI44,10
0
On.
(ono:I/lot
(
2
n
-1
))
*
GRAD:
Ink*,
10
0
(..,:lxl4100(91-1y
,,
cos,
I,
51
1.1<1,
n
rr,
....
F
s.
0
0.
10
-0
s.
<
10
0
/
o
0:
-10.<,
Itto
1
0
Ing
7-0:
0
<x<
10.
/
<
0:
a,
n
0
<I,l<1:
-
25-1,,x0r.
-10
5
<alogjoi<100
yo
0:
-1(0
0
<llogy<100
0.)
7-0:
0<s<4.
/
<0:
x-01-1
1
0
<Ixl<1:—
-nrno.r.
-101.
<:
'
,N;III.
100
e.
-10
1
.<s
5290.2585092
,
-10.<.<100
aim,
coal,
'
5
,,
In
/WIWI..
NW,
lol<
1
.'
male,
16.<10.
1,
x
lol<
1
I/1
410.
(CI.
2.154434M.
10.
+Fr
0
orr<
10.
1/1
,1
0
2
1
4
70)
0Ons56
,
nPr
06
r6
nS8866666666.
4„10
,
.
Os
rsn65.66666666
.
11
21
°Oro
68
t,DEO,
CMS
CP60.60001,
I,
I<10000•
/7,50
../..
./.<10.
Oorr<10No
DEW
lel...
're—,/
RAD:
I0I<.t
o
x
10
0
GRAD:
I
el<VolOur
DEG/RAIL
ORAD—/DE0:
Ix
I
<
10.
DE01
,
RAD—.RAD:
Is
I
<to,
(AoBito(Collp
IA
oC
l<10.
4
,
I
Bo
DWI,
(ArG/Herto0
IA
- .
I
<
102
.
IE
-
ol<
1
o'
.
1/
06
Pute
,43
4
lag
Ill
:
1
4;
=====
04
mm
CIO
00 180®®
[291
1
1=MM=
MM
MCliThrni=
(=I=
C)=0
I
A,
P601,
SO
x16..50-
0-60-.7(6?
to
-0.5
-/R(01
M00
w(M)
80M
1
1
75=
3
CID
5o®
E==)
717149.611
Ern
1127179142
ME=
7.
MM
620.
O
0
41766.
mm
112666621
172.27142112
0
95
0®©0
MMMM
10
0
50
0
64.49210706
1
=1.61
1=1==1
11
.
2012
E=E=
05
i===
2116102
12
21
21
21
15
NtttV..k
/r-46
-.t-?
2
M5M
12
0
24
21
0.0
5
0
1500.®
MM
MM
MM
00
5
1=10
46
MM
0
a
.
12
=9
.
41g
5
=
2
=
15
00
01
1s
2
a
MM
2921.406761
MM
-11202112011
E=m
OM*
t.
1.060621197
1.2220401111
0.02617694.1
0241216297
16.67222.2
2.622214266
.21690702
29
15
13
2
200
71
.10
y.
/.22
-/
rt.
?
10
00
©
244666162
22M=
162901409
MM
-1414772026
(=CI
6.631.01406
[211
00
50
(
IM1M
30M
401=2
56
MMM
4509
O
O
60
Mg3
t.
910
I
1221
29
11 '
2
M0
MI==
5
=
M
MMM
MM
1
MM
MM
04
MM
0=0M=00
®0*
0x
.
000®
2
M
5
=
&206691216
E
EE==1.E=
6226164807
(
2
2
0:(0.
03
3
G+M
210,0
01002
Cu
t.
0
DEC
.
Isis
9899899899
BIN
:
0600600Psns
1111111111
05,6111111111
PEN
2222220035,6
4444444444
06,62222222222
OCT
4000100000
o
256
2
91/11/111/
HEX
:
FDABF41001
5,6
FEFFFFFFFF
06,6
2540BE9FF
BIN
:
1:
70%,,14)56/1111111111
PEN
:
22222222236,64444444444
06,62=21
OCT
'0
'5=,.;,;"f"""
HS/
FDABFOIC01
5,6
FEFFFFFFFF
0
sas
2.540BE9FE
BIN
:OTr.1154'1"1"1"1
PEN
22222222236,6
4444444444
Osxs2222222222
OCT
:
900000000151,
WWII,/
XIX
:
FDABF41001
5,6
FFPFFFFFFF
ON+,
2540BUFF
-/OCT
AND
OR
XOR
XNOR
NOT
NEB
s
1:
integer
were
Zahlen(°Mier/amen/Ime1n(Otero(
geheel
getal
egem
.amok
(pole
elslo/
heltal
kokomaisluku
/
μwoe
/
SOON
Snook,
(MA
integer(
bilengen
bulat
nguyan
,=
11
"
25
=1Y
/
/
9'
Nolturrso•I
SHARP
ELECTRONICS
(Europe)
GmbH
00,10.0.
e.soon/
Nero.
610
ECz
a
60.
7.0
-se
.re
+M.+
.7=7,t72
, -
*Sr
For
Australia
New
only:
For
warranty
Inforrnaton
please
see
wxyfishero
net.,
Pl0sloal
Constants
end
Metric
Converslons
are
shown
In
the
tables.
P1031.6801.
Konstanten
and
mettiche
umntamungen
Bind
in
der
Tabelle
aufgelistst
Les
constants
pl0sIgues
et
les
convention
des
unites
cart
Indlguees
sur
les
tableaux.
Las
constants
nsioasyconyersianes
mark.
son
mastradas
en
ins...
Condemn
Fisicas
e
Conven.es
Meticas
asap
mosVadee
le
tablelas.
Le
canstantl
fi
slche
e
le
canyars5nl
Wile
060
01
mIsurs
vengano
=strata
nell6
tebelle.
De
natuuntonstanten
en
metrische
omrekeninoen
assn
in
de
tabellen
hlemeast.
MORI
kondansok
es
a
metrIltue
atvaltasok
a
Mbliaatokben
teliludek.
Fysidlnl
konstants
6
efevody
do
metric...navy/sou
(Node.'
v
SOL.2.
Fyslkallska
konstanter
ash
metrIska
omvandlIngar
vlsas
I
tebellem6.
FysilumisetveNotja
meMmuunnoloon
0akyvAthaulukaiaLL
B
Ta6musx
nomaanu
clwaiNecnie
micron.
malym6c6ne
nreo6paaosemn.
Fy616ke
kanstanter
og
morlske
omskrIvnInger
vlsesItaballen.
rionrAmeaniurnernue.nnawalstsarlihreme
olrItou
,
(
..L.
0
.1...,.
1
Ser
6
409
X₹SGSGSI:USGSRMIIII6AA
,
PN
,
TOg*F.
Pamakr
Fizik
den
Penukeran
Mere.
dikmjukken
di
Wham
OW.
Konsta.
Relka
den
l(onyeral
MetrIkdIperlhatkan
dl
dalam
tebel.
Cie
HAANe6V5t
l9N
We
Phip
MEM
dot
HO
mat
dugs
th6
hien
tong
c40
hing.
PHYSICAL
CONSTANTS
METRIC
CONVERSIONS
No.
MM.
ONT
Nu.
5,1150.
UNF
N66120.
ISIT
21
-
4
5
rn
s'
19
-
tr
o
J
10
07-2V
J
92
-0
Wks's'
20-μ
J
T'
98
-
I
K
m
-
9•
rn
s
,
21
-0,
J
T
,
.-AG
rn
NI
-5
kg
22
-
Pr•
J
T"
66
,
6
rn
kg
28
-
o
r
.
JT
,
41
-30
0
C(
kg
m
,
08
-5,
4
24
-
pe
J
T
,
42
-5
J
a
0
7
-
no
kg
25-k
51
49-4
y
08
-0
kg
26
-
2
o
,
m
44
-4
*
C
2/
-
a
02
02
,
K
,
45
10-0
J.
28-5.0
no,
48
-545
m
K
,
12
-
p.
N
A
-
30
-2
Urn.
,
46
-
..
3
-
E.
F
m
,
31
-F
Cm,
.-
e,
W
rnr
14
-
5
m
32
-
I
r
O.
50
-5
m
K
15
-
a
33
--.4
0k9-'
51
-4
a
16
-
a,
rn
34
-
W..
riS
V
Pa
17
-1.
nrr
35
-
9,
s'T'
18-4:11
Wh
39-4
HZ
V^
M)
01
—52
I
1
—44
No.
UNIT
No.
No.
UNa
1
in-ron
16
-.
kg
-
91
J-/caln
an
-Nn
17
..
F
-,C
92
oar
-0
3
ft-sn
18
•C-PF
93
hp
-AV
4
0-12
18
Sol
(151-0
94
vi
-ft
5
10—.1
20
4—tgal
(LW
35
es,.
9
m
or.
21
gel
(120—.
96
W—/ps
7
m15-00
22
/—/gal
(UK)
97
8
Ian
—soils
23
fl
az
12.6)—/mt
P.
—tPa
38
Po
-000W
8
n
mlle—sn
24
rni-0
az
IM)
38
can
-,Pa
10
nr—tn
mile
25
1
az
(2K)
-/r.
40
Pe-roirn
11
ocre-tms
26
mt-tIl
oz
(UK)
41
rnmlig-tlua
12
m•-Hara
27
J-wol
42
Pe-rmmHs
13
04
-NI
29
oal-ol
43
1191-41-1.1
14
g-roz
29
J-toals
44
J-tkairrm
15
e-Nr.
30
rohr-o