Sharp EL-506 Manual

EL-506V

EL-546V

Operation Examples

Bedienungsbeispiele

Exemples d’opérations

Ejemplos de operación

Esempi di calcolo

Rekenvoorbeelden

Exemplos de Operação

Operationsexempel

Käyttöesimerkkejä

PRINTED IN CHINA/IMPRIMÉ EN CHINE/IMPRESO EN CHINA 00LUP(TINSZ0442EHZZ)

(1) []

1	3(5+2)=			ª3 (5 +2 )=				21.
2	3× 5+2=			3 *5 +2 =				17.
3	3× 5+3× 2=			3 *5 +3 *2 =				21.
→	1			@[
→	2			]
→	3			]
→	2			[
(2) +-*/()±E
45+285÷3=				ª45		+285 /3 =		140.
18+6			=	(18		+6 )/
15–8				(15		-8 =		3.428571429
42×		(–5)+120=		42	*	5 ±+120 =		–90.
				*1 (±5) *1
(5× 103)÷(4× 10–3)= 5 E3 /4 E3 ±= 1250000.
(3)
34+57=				34	+	57 =		91.
45+57=				45		=		102.
68×		25=		68	*	25 =		1700.
68×		40=				40 =		2720.

(4) sutSUT°(sinh, sinh–1, cosh, cosh–1, tanh, tanh–1) VGIle ¡•L⁄™$#!q Q%

sin60[°]=							ªs60 =		0.866025403
			π				@Gu(@V/
cos–[rad]=
		4					4 )=		0.707106781
tan–11=[g]							@G@T1 =		50.
							@G
(cosh 1.5 +							ª(°°°1*1 1.5 +
sinh 1.5)2 =
							°°11.5 )L=20.08553692
							*1 cosh
tanh–15– =							°°°°2(5 /
		7					7 )=		0.895879734
ln 20 =							I20 =		2.995732274
log 50 =							l50 =		1.698970004
e3 =							@e3 =		20.08553692
101.7 =							@¡1.7 =		50.11872336
1		1					6 @•+7 @•=0.309523809
– + – =
6		7
8–2 – 34× 52 =							8 ™2 ±-3 ™4 *
							5 L=		–2024.984375
		1					12 ™3 ™4 @•= 6.447419591
				–
(123)4 =
√			–4√			=	@⁄49 -4 @$81 = 4.
	49				81
3√							@#27 =		3.
		27=
4! =							4 @!=		24.
10P3 =							10 @q3 =		720.
5C2 =							5 @Q2 =		10.
500× 25%=							500 *25 @%		125.
120÷400=?%							120 /400 @%		30.
500+(500×						25%)=	500 +25 @%		625.
400–(400×						30%)=	400 -30 @%		280.

	θ	= sin–1 x, θ		= tan–1 x		θ = cos–1 x
DEG		–90 ≤	θ	≤	90	0 ≤	θ	≤	180
RAD		π	θ	≤	π	0 ≤		θ	≤ π
		– — ≤			—
		2			2
GRAD		–100 ≤	θ	≤	100	0 ≤	θ	≤	200

(5) Åè

d/dx (x4 – 0.5x3 + 6x2) ª@KX™4 -0.5 @K

	x=2	X™3	+6 @KXL
	dx=0.0002	@Å2	®®	50.
	x=3	®3 ®0.001 ®		130.500003
	dx=0.001
∫28 (x2 – 5)dx @KXL-5
n=100		è2 ®8 ®®		138.
n=10		®®®10 ®		138.

(6) g

90°→ [rad]	ª90 @g	1.570796327
→ [g]	@g	100.
→ [°]	@g	90.
sin–10.8 = [°]	@S0.8 =	53.13010235
→ [rad]	@g	0.927295218
→ [g]	@g	59.03344706
→ [°]	@g	53.13010235

	(7) RO;:?≥Ω
								F2
								ª8 *2 OM	16.
	24÷(8× 2)=							24 /RM=	1.5
	(8× 2)× 5=							RM*5 =	80.
								ªOM	0.
	$150× 3:M1							150 *3 ;	450.
	+)$250:M2 =M1+250							250 ;	250.
	–)M2× 5%							RM*5 @%	35.
		M						@:RM	665.
	$1= ¥140							140 OY	140.
	¥33,775=$?							33775 /RY=	241.25
	$2,750=¥?							2750 *RY=	385000.
	[EL-506V]
	π r2 F1							@V@KY
								LO≥	F1
			4					3 OY	3.
	3
							V = ?	R≥*4 /3 =37.69911184
		24			= 2.4...(A)			24 /(4 +6 )=	2.4
	4+6
								3 *@?+60 /
	3× (A)+60÷(A)=
								@?=	32.2

(8)

6+4=ANS			ª6	+4 =	10.
ANS+5			+5	=	15.
44+37=ANS			44 +37 =		81.
√		=	@⁄=		9.
	ANS

(9) \|

1 4			b	ª3 \1 \2 +
3– + – = [a–]
2 3			c	4 \3 =	4 l5 l6 *
→ [a.xxx]				\	4.833333333
→ [d/c]				@|	29 l6
2
10	3	=		@¡2 \3 =	4.641588834
			2	1.25 +2 \5 =	1.65
1.25 + – = [a.xxx]
		b	5	\	1 l13 l20
→ [a–]
		c
1.65				ª1.65 =	1.65
		b		\	1 l13 l20
→ [a–]
		c
→ [d/c]				@|	33 l20
→ [a.xxx]				\	1.65

5

* 4 l5 l6=4—

6

(10)комнгв†да

á

DEC(25)→ BIN			ª@í25 @ê 11001.b
HEX(1AC)			@ì1AC
→	BIN		@ê		110101100.b
→	OCT		@î		654.0
→	DEC		@í		428.
BIN			@ê(1010 -100 )
(1010–100)× 11 = *11 =					10010.b
BIN(111)→ NEG ã111 =					1111111001.b
HEX(1FF)+			@ì1FF @î+
OCT(512)=			512 =		1511.0
HEX(?)			@ì		349.H
2FEC–			ªOM@ì2FEC -
2C9E=(A)			2C9E ;		34E.H
+)2000–			2000 -
1901=(B)			1901 ;		6FF.H
(C)			RM		A4d.H
1011 AND			ª@ê1011 †
101 = (BIN)			101 =		1.b
5A OR C3 = (HEX) @ì				5A äC3 =	db.H
NOT 10110 =			@êâ10110 =		1111101001.b
(BIN)
24 XOR 4 = (OCT) @î				24 à4 =	20.0
B3 XNOR			@ìB3 á		FFFFFFFF61.H
2D = (HEX)			2D =
→	DEC		@í		–159.

(11) o_

12°39’18”05	ª12 o39 o18 o5
→ [10]	@_	12.65501389
123.678	123.678 @_	123°40’40.80

→[60]

3h30m45s +	3 o30 o45 +
6h45m36s = [60]	6 o45 o36 =	10°16’21.00
3h45m – 1.69h 3 o45 -1.69 =
= [60]	@_	2°03’36.00

sin62°12’24” = [10] s62 o12 o24 = 0.884635235

(12) °(→ rθ , → xy) ,≠

	x = 6			r =		ª6 @,4 °1[r ] 7.211102551
	y = 4	→		θ = [°]		@≠[θ ]	33.69006753
						@≠[r ]	7.211102551
	r = 14				x =	14 @,36 °2[x]	11.32623792
			→		y =	@≠[y]	8.228993532
	θ = 36[°]					@≠[x]	11.32623792

(13) ß

V0	= 15.3m/s		ª15.3 *10 +2 @•*
t = 10s			ß03 *10 L= 643.3325
	1	2
V t+ – gt = ?m
0	2

(14) ¥

125yd = ?m ª125 @¥5 = 114.3

(15) j

5÷9=ANS	ª@f@i1
ANS× 9=	5 /9 =	0.6
[FIX,TAB=1]	*9 =*1	5.0
	5 /9 =@j	0.6
	*9 =*2	5.4
	@f@f@f

*1 5.55555555555× 10–1× 9 *2 0.6× 9

(16) ≤®

@m0

f (x) = x3–3x2+2 @KX™3 -3 @K XL+2 ≤

x = –1			1 ±®	–2.
x = –0.5			≤0.5 ±®	1.125
√			@⁄(@KAL
	A2+B2
			+@KBL)≤
A = 2, B = 3			2 ®3 ®	3.605551275
A = 2, B = 5			≤®5 ®	5.385164807

(17) m(CPLX)

@m1

(12–6i) + (7+15i) – 12 -6 Ü+7 +15 Ü-

(11+4i) =	(11 +4 Ü)=[x] 8.
	@≠[y]	+ 5.i
	@≠[x]	8.
6× (7–9i) ×	6 *(7 -9 Ü)*
(–5+8i) =	(5 ±+8 Ü)=[x] 222.
	@≠[y]	+ 606.i
16× (sin30°+	16 *(s30 +Üu30 )
icos30°)÷(sin60°+	/(s60 +Üu60
icos60°)=	)=[x]	13.85640646
	@≠[y]	+ 8. i

y			°18 Ö70		+12 Ö25
A
			=[r]			18.5408873
r1	r
			@≠[θ	]		42.76427608
θ	r2	B
θ 1
θ 2		x
r1 = 8, θ 1 = 70°
r2 = 12, θ 2 = 25°
↓
r = ?, θ		= ?°

(1 + i)		°21 +Ü=	1.
↓		°1[r]	1.414213562
r = ?, θ = ?°		@≠[θ ]	45.
		°2(2 -3 Ü)L
(2 – 3i)2 =		=[x]	–5.
		@≠[y]	– 12.i
1	=	(1 +Ü)@•=[x] 0.5
1 + i		@≠[y]	– 0.5i

(18) m(3-VLE)

			@m2
		x + y – z = 9	1 ®1 ®1 ±®9 ®
6x+6y – z =17			6 ®6 ®1 ±®17 ®
14x–7y+2z =42			14 ®7 ±®2 ®42
	x = ?		®[x]	3.238095238
	y = ?		®[y]	–1.638095238
	z = ?		®[z]	–7.4
	det(D) = ?		®[det(D)]	105.
		2x + 3y = 4	@c2 ®3 ®®4 ®
		5x + 6y = 7
			5 ®6 ®®7 ®
	x = ?		®®®®[x]	–1.
	y = ?		®[y]	2.
	det(D) = ?		®[det(D)]	–3.

(19) m(STAT0: SD) °(→ t, P(, Q(, R()

		DATA					0.
	95					@m30
	80					95 k	1.
	80					80 k	2.
	75					k	3.
	75					75 &3 k	6.
	75					50 k	7.
	50
			x=			R~	75.71428571
		σ	x=			Rp	12.37179148
		Σ	x=			Rz	530.
		Σ x2 =				Rw	41200.
		sx=				R£	13.3630621
		sx2 =				L=	178.5714286
						°°°°°2*1 60 °
x = 60 → P(t) ?
						°°°°1)= 0.102012
t = –0.5 → R(t) ? °°°°°4
						0.5 ±)=	0.691463
						*1 P(

(20) m(STAT1: a+bx)

	x	y	@m31		0.
2		5	2 &5 k		1.
2		5	k		2.
12		24	12	&24 k	3.
21		40	21	&40 &3 k	6.
21		40	15	&25 k	7.
21		40	Ra		1.050261097
15		25	Rb		1.826044386
			Rr		0.995176343
			R£		8.541216597
			R¢		15.67223812
x=3 →		y’=?	3 @y		6.528394256
y=46 →		x’=?	46	@x	24.61590706

(21) m(STAT2: ··+cx2)

	x	y	@m32		0.
12		41	12	&41 k	1.
8		13	8 &13 k		2.
5		2	5 &2 k		3.
23		200	23	&200 k	4.
15		71	15	&71 k	5.
			Ra		5.357506761
			Rb		–3.120289663
			R©		0.503334057
x=10→ y’=?			10	@y	24.4880159
y=22→		x’=?	22	@x	9.63201409
			@≠		–3.432772026
			@≠		9.63201409

(22)

	x =				Σ x			σ x =		Σ x2 – nx2
										n
					n
								Σ x = x1 + x2 + ··· +xn
	sx =							Σ x2 = x12 + x22 + ··· +xn2
					Σ y			σ y =		Σ y2 – ny2
			=
		y
										n
					n

Σ xy = x1y1 + x2y2 + ··· +xnyn

sy =

Σ y = y1 + y2 + ··· +yn

Σ y2 = y12 + y22 + ··· +yn2

(23)

x – x t = ––––σ x

(24)

Function	Dynamic range
Funktion	zulässiger Bereich
Fonction	Plage dynamique
Función	Rango dinámico
Funzioni	Campi dinamici
Functie	Rekencapaciteit
Função	Limite dinâmico
Funktion	Definitionsområde
Funktio	Dynaaminen ala

DEG:

| x | < 1010

(tan x : | x | ≠

90 (2n–1))*

sin x, cos x,

RAD:

π

10

| x | < –––

× 10

π

tan x

180

(tan x : | x | ≠

– (2n–1))*

GRAD:

10

10

2

| x | < —–

× 10

9

100 (2n–1))*

(tan x : | x | ≠

sin–1x, cos–1x

| x | ≤ 1

tan–1x, 3¿x

| x | < 10100

In x, log x

10–99 ≤

x < 10100

yx

•

y > 0:

–10100 < x log y < 100

•

y = 0:

0 < x < 10100

1

•

y < 0:

x = n (0 < | x | < 1: – = 2n–1, x ≠ 0)*,

x

–10100 < x log | y | < 100

•

y > 0:

100

1

–10

< – log y < 100 (x ≠ 0)

x¿y

x

•

y = 0:

0 < x < 10100

•

y < 0:

x = 2n–1

1

≠ 0)*,

(0 < | x | < 1 : – = n, x

1

x

100

–10 < – log | y | < 100

x

ex

–10100 < x ≤ 230.2585092

10x

–10100 < x < 100

sinh x, cosh x,

| x | ≤ 230.2585092

tanh x

sinh–1 x

| x | < 1050

cosh–1 x

1 ≤

x < 1050

tanh–1 x

| x | < 1

x2

| x | < 1050

¿x

0 ≤

x < 10100

x–1

| x | < 10100 (x ≠ 0)

n!

0 ≤

n ≤

69*

nPr

0 ≤

r ≤

n ≤ 9999999999*

n!

100

–—– < 10

(n-r)!

0 ≤

r ≤

n ≤ 9999999999*

nCr

0 ≤

r ≤

69

n!

100

–—– < 10

(n-r)!

↔

DEG, D°M’S

0°00’00.01 ≤ | x | < 10000°

x, y →

r, θ

√

< 10100

x2 + y2

0 ≤

r < 10100

r, θ →

x, y

DEG:

| θ

| < 1010

RAD:

| θ

π

10

| < —–180

× 10

GRAD :

| θ

10

10

| < –– ×

10

9

DRG |

DEG→

RAD, GRAD→

DEG: | x | < 10100

RAD→

GRAD: | x | <

π– × 1098

2

(A+Bi)+(C+Di)

| A ± C | < 10100

(A+Bi)–(C+Di)

| B ± D | < 10100

(A+Bi)× (C+Di)

(AC – BD) < 10100

(AD + BC) < 10100

AC + BD

< 10100

C2 + D2

(A+Bi)÷(C+Di)

BC – AD

< 10100

C2 + D2

C2 + D2 ≠

0

→

DEC

DEC

:

| x | ≤ 9999999999

→

BIN

BIN

:

1000000000 ≤ x ≤

1111111111

→

OCT

0 ≤

x ≤

111111111

→

HEX

OCT

:

4000000000 ≤ x ≤

7777777777

AND

0 ≤

x ≤

3777777777

OR

HEX

:

FDABF41C01 ≤ x ≤ FFFFFFFFFF

XOR

0 ≤

x ≤

2540BE3FF

XNOR

BIN

:

1000000000 ≤ x ≤

1111111111

0 ≤

x ≤

111111111

NOT

OCT

:

4000000000 ≤ x ≤

7777777777

0 ≤

x ≤

3777777777

HEX

:

FDABF41C01 ≤ x ≤ FFFFFFFFFF

0 ≤

x ≤

2540BE3FE

BIN

:

1000000001 ≤ x ≤

1111111111

0 ≤

x ≤

111111111

NEG

OCT

:

4000000001 ≤ x ≤

7777777777

0 ≤

x ≤

3777777777

HEX

:

FDABF41C01 ≤ x ≤ FFFFFFFFFF

0 ≤

x ≤

2540BE3FF

* (n, r: integer / ganze Zahlen / entier / entero / intero / geheel getal / inteiros / heltal / kokonaisluku / / / / / )

This equipment complies with the requirements of Directive 89/336/ EEC as amended by 93/68/EEC.

Dieses Gerät entspricht den Anforderungen der EG-Richtlinie 89/336/ EWG mit Änderung 93/68/EWG.

Ce matériel répond aux exigences contenues dans la directive 89/336/ CEE modifiée par la directive 93/68/CEE.

Dit apparaat voldoet aan de eisen van de richtlijn 89/336/EEG, gewijzigd door 93/68/EEG.

Dette udstyr overholder kravene i direktiv nr. 89/336/EEC med tillæg nr. 93/68/EEC.

Quest’ apparecchio è conforme ai requisiti della direttiva 89/336/EEC come emendata dalla direttiva 93/68/EEC.

89/336/ , !"! ! " #$ ! 93/68/ .

Este equipamento obedece às exigências da directiva 89/336/CEE na sua versão corrigida pela directiva 93/68/CEE.

Este aparato satisface las exigencias de la Directiva 89/336/CEE modificada por medio de la 93/68/CEE.

Denna utrustning uppfyller kraven enligt riktlinjen 89/336/EEC så som kompletteras av 93/68/EEC.

Dette produktet oppfyller betingelsene i direktivet 89/336/EEC i endringen 93/68/EEC.

Tämä laite täyttää direktiivin 89/336/EEC vaatimukset, jota on muutettu direktiivillä 93/68/EEC.

PHYSICAL CONSTANTS

ß01 — 40

No. SYMBOL

UNIT

No. SYMBOL

UNIT

No. SYMBOL UNIT

01

- c

–1

15

- α

29

- Vm

3

–1

m·s

m ·mol

02

- G

2

–2

16

- a0

m

30

- R

–1

–1

N·m·kg

J·mol ·K

03

- g

–2

17

- R∞

–1

31

- F

–1

m·s

m

C·mol

04

- me

kg

18

- Φ

0

Wb

32

- RH

Ω

05

- mp

kg

19

- µ

Β

–1

33

- e/me

–1

J·T

C·kg

06

- mn

kg

20

- µ

e

–1

34

- h/2me

–1

J·T

J·s·kg

07

- mµ

kg

21

- µ

Ν

–1

35

- γ p

–1

–1

J·T

s

·T

08

- u

kg

22

- µ

P

–1

36

- 2e/h

–1

J·T

Hz·V

09

- e

C

23

- µ

n

–1

37

- eV

J

J·T

10

- h

J·s

24 -µ

µ

–1

38

- t

K

J·T

11

- k

–1

25

- λ

c

m

39

- AU

m

J·K

12

- µ 0

–1

26

- λ

cp

m

40

- pc

m

H·m

13

- ε 0

–1

27

- σ

–2

–4

F·m

W·m ·K

14

- re

m

28

- Ν

Α

mol–1

METRIC CONVERSIONS

x @¥1 — 44

No.

UNIT

No.

UNIT

No.

UNIT

1

in→

cm

16

kg→

lb

31

J→ calIT

2

cm→

in

17

°F→

°C

32

calIT→ J

3

ft→ m

18

°C→

°F

33

hp→

W

4

m→

ft

19

gal (US)→ l

34

W→

hp

5

yd→

m

20

l→

gal (US)

35

ps→

W

6

m→

yd

21

gal (UK)→ l

36

W→

ps

7

mile→ km

22

l→

gal (UK)

37

kgf/cm2→

Pa

8

km→

mile

23

fl oz (US)→

ml

38

Pa→

kgf/cm2

9

n mile→

m

24

ml→

fl oz (US)

39

atm→

Pa

10

m→

n mile

25

fl oz (UK)→

ml

40

Pa→

atm

11

acre→

m2

26

ml→

fl oz (UK)

41

mmHg→ Pa

12

m2→

acre

27

J→

cal

42

Pa→

mmHg

13

oz→

g

28

cal→

J

43

kgf·m→ J

14

g→ oz

29

J→

cal15

44

J→ kgf·m

15

lb→

kg

30

cal15→

J