Casio fx-4500PA Owner's Manual [zh]

CK

1

2

3

4

– 1 –

U
U
U
U

– 2 –

fx00PA

12

fx00PA

1.

2.

3.

.

1
2	3

– 3 –

1

	....................................................................................................... 8
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/ ................................................................................	28
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2

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1 ......................................................................................................................	39
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2 ......................................................................................................................

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– 4 –

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...............................................................................................
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X 2 X –1 X ! 3		Ran#	7
..........................................................................................................................................			8

		..........................................................................................		59
2	8	10	16 .....................................................	60
2		8	.................................................................................................	61
2	8	10	16 ...........................................................................	63
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2	8	10	16 ........................................................	6
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3
F(X) ..................................................................	84

................................................................................................................................. 8

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4

.......................................................................................... 90

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!5 .....................................................................................................	108
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.......................................................................................................................	118
Fixm ........................................................................................................................................	118

	........................................................................................	120
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	..........................................................................	121
1.	....................................................................................	126
2.	........................................................................................	128
3. ∆↔Y ......................................................................................		130
4.	....................................................................................	132
5.	.............................................................................	134
6.	...........................................................................................	136
7.	..............................................................	138
8.	........................................................................................	140
9.	...................................................................................................	144
	....................................................................................	154

........................................................................................ 155

...................................................................................................... 158

– 6 –

1

– 7 –

1

		ALL R“S“T
u
fx00PA
		1: (–) 2: 3		3: = 4: A 5: U

						9
		–			!
3					=
J			-			A
				A		0
H“X			-	1	U
			-	!
J -					A

	“Σx2”	fx00PA
	S	LR

!
J
A
S LR

– 8 –

		fx00PA
,
,A OMP
,B
2 8			10 1
,C LR
				LR
,D S
				S
* A~D
,. “ng
				“ng
9
* fx00PA
,E eg
				7
,F Rad
				8
,G Gra
				9
*			E~G

– 9 –

,H ”ix
			”ix
,I Sci
				Sci
,J Norm
”ix Sci
		12
*		H~J
fx00PA
,E WRT
					WRT
			WRT
,K efm
				efm
			W		1
,K10W				10

0

– 10 –

OMP					ec	10
LR					Hex	1
S					Bin	2
“ng					Oct	8
*				,A OMP		,E eg
		,J Norm

12	10	2
	W

2 3 =

– 11 –

fx00PA

S	!
F	J
M	,
A	A
hyp	=
WRT	WRT
/
L	WRT
Q
LR	LR
SD	S
7
8
9
Fix
Sci
Eng	“ng
>@

10

(A)10–2 (0.01) > |x|, |x| > 1010 : NORM 1

(B)10–9 (0.000000001) > |x|, |x| > 1010 : NORM 2

–12 –

,J

A

B

A

1

u

12

—

23

– 13 –

u1

AB “” 121 (= 1 12 727810)

u 0

12 3 ' .78"

u
u
u
u
u
u
u

– 14 –

		R2032	R2032
*					All
Reset
			Low battery

	6ON		R2032
			All Reset
	2
1	O
2	B
3
4
5
6	P		B

– 15 –

All Reset

1	O
2	A
3
	A
4
	k
5
	P
6

u	/
u
u
u	2
u
u

– 16 –

6

– 17 –

2

!

S

!! S

J 2

F

J J F

– 18 –

,

9

	A	A
		A

! A

A

u	.
u	! J

OMP

LR ! S

– 19 –

LR

J

S

u	OMP	LR		S	!
	......................
					Y	10
		” X S
		0.000		0.999
					9
u	LR	S		J
	...................... o x
		Σx2	x
		Σx	x
		n
		Σy2	y
		Σy	y
		Σxy	x	y
		p y
		yσn	y
		yσn-1	y
		xσn	x
						7
		70

– 20 –

	/	/
u					E	2.	103
	2.	E		3
		E
u	!
u	LR	S	J		x
		........ xσn-1	x
			/	/	/
u

u &	'
u !
OMP
S
LR
	........
	........
	........
	........

........

........

........

........

* /

/

u

or xor

and xnor

u !

– 21 –

	/ /
u	K	W
u	!
u	A
	/
u	D
u	!		T
	/	/	/
u
u	!	6
u	J	6
u
	/	/
u
	2	"
u		W				2
			"
		W		8
u				J		2
	Goto		J		"	Lbl
			109

O

/

	93
	77

– 22 –

		/	/
u	-				77
u	!	- W				108
u	J	-
					0
		/		/
u
u	!	1			8
u	J	1
		/	/	/
u
u				! !
u	J	!				117
u						10
	/	/Not
u
			10-3	10-	10-12
	103 10		109

12.3 W

.

.

.

.

12.3 W

!.

!.

!.

!.

u	J	S
	111
u		Not

– 23 –

	/	/
	u
	23		23$ :
	2	3	2$3$ :

u	!$
u	J		S
	111
u
	2
	/ /	/
u
u		!
u	J		<
	111
u
u		!
	/10	/	/1
u
u	!			10
u	J	”ixm			118
u			1
u		!			1
	/	/	/2
u
u	!			e
u	J
		118
u			2
u		!			2

– 24 –

	/	/	/8
u	x		y		x y
u	y	x	!
u	J
		118
u			8
u		!				8
	/	/
u
	–123@-123
u	!
u	J
	10	0 /
u		0
	/ /	/ /
	78°45’12”@78$45$12$
u	!		10	/ /
u	J		G
		/
u	=	S C T
	sinh	cosh tanh
u	!	=	S C	T
			sinh-1 cosh-1 tanh-1
u	J		I
		/	/
u
u	!
u	J
u		-~T	A~H	1010~1 10	1

– 25 –

		/	/
u
u	!		?
u	LR		J		A
		......... A
		/	/
u
u	!		~
u	LR		J		B
		......... B
		/	/	/	/X
u
u	!		(
u	!		)
u	LR		J		x
		......... r
		......... m		x
	/	/Y
u
u	!
u	LR		J		y
		/		/	/
u
u	!
u	LR	S
u	LR	S		!

– 26 –

1

/

Pol

x y

Rec

r θ

∫dx

2 A

x2

x –1

x!

° ’ ’’

“ng

3

/

ab/c

xy

x

4

5

2

A

R

6 B

3

log

ln

ex

10x sin

cos

tan sin-1

cos-1

tan-1

sinh

cosh

tanh

sinh-1

cosh-1 tanh-1

nt

”rac

Abs

d

H

b o

Neg

Not

B

2

A log 2

7

3

8

nPr

nCr

9

0

! and

@ or

xor

xnor

*

exln 120 → ex {ln 120}

*

2 + 3 × (log sin2π2 + 6.8) = 22.07101691

Rad

– 27 –

9 2

Stk “RROR

*
/
/		10	2
12		2

10

– 28 –

(1)						9.999999999
	1099
(2)					1
(3)						o	xσn
( )
			efm
( )
		( 23		2& 3(
( )			( ( 3W
(7)					Z[2]
		2
(8)	Prog	11
(9)		Goto	Lbl	111		Prog
		11
						6
		2	"				9

(1)(3) Ma “RROR

( )	Arg “RROR
( )	Stk “RROR
( )	Syn “RROR

(7)Mem “RROR

(8)Ne “RROR

(9)Go “RROR

Ne “RROR Go “RROR

1

– 29 –