Casio FX-290 取扱説明書

  • CASIO fx-290関数電卓の取扱説明書の内容を読み込みました。本機は、標準計算から統計計算、回帰計算、そして様々な関数計算まで幅広く対応しています。変数メモリーや独立メモリーといった便利な機能も搭載されています。fx-290の使い方に関するご質問にお答えしますので、お気軽にご質問ください。
  • fx-290で、三角関数の計算はどのように行いますか?
    統計計算を行うにはどうすれば良いですか?
    変数メモリーと独立メモリーの違いは何ですか?
    計算履歴はどこで確認できますか?
1.
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k l
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3 1
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2.
3.
3.
p!,(CLR)3(All)=
4.
5.
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!A(OFF)
10
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x-290
http://edu.casio.jp
J
RJA522079-001V01
SA0912-A Printed in China
6.
1. ,
1 2
Disp]CONT'
2. c
3. d e
4. A
7.
8.
N1(COMP)
N2(SD)
N3(REG)
u COMP
u
COMP SD REG
Deg Rad Gra
9.
,
___
1
2
3
D e g R a d
G
r a
bDeg cRad dGra
v
1
2
3
F i x S c i
N
o r
m
bFix cSci dNorm
Fix 0 9
1
100 ÷ 7 = 14.286 Fix3
Sci 1 10
1
1 ÷ 7 = 1.4286 × 10 −1 Sci5
Norm Norm1 Norm2
Norm1 10 −2 |x|, |x| 1010 Norm2 10 −9 |x|, |x| 1010
1 ÷ 200 = 5 × 10 −3 Norm1
0.005 Norm2
bab/c cd/c
ab/c
d/c
d/c
bDot cComma
COMP
p!,(CLR)c(Mode)=
10.
=
1 2
Disp]CONT'
1 2
ab/c d/c
1 2
Do t Comma
b
e
d
1 2
Disp]CONT'
1 2
ab/c d/c
1 2
Do t Comma
b
e
d
4 × sin30 × 30 + 10 × 3 = 120 v
4*s30*(30+10*3)=
*1 ×
( .................................... 2 × (5 + 4)
........................... 2 × sin30 2 × '3
...... 2 × A 2 × π2 × e
*2 =
u 79
79 1 1 + -
* / 1 1
!W(3') 2 1
1u 1 79
73
1Pol(x, y) Rec(r, ) RanInt#(a, b)
2x3x2x −1 x!° ’ ” m m1m2n
DRG'
3^(xy)x'
4 ab/c
5πe
2π3e5A πA
6'3'log In ex10xsin cos tan sin−1
cos−1 tan−1 sinh cosh tanh sinh−1 cosh−1 tanh−1 (−)
7'Conv
8 2'3 Alog2
9nPr nCr
10 × ÷
11 + −
(−2)4 = 16 −2 4 = −16
d e
D
!D(INS)
t( )
!D(INS) =
A
11.
+=
2
3
1
211
6 2 $ 3 + 1 $ 2 = 1{1{6.
−=43
1
2
1
2 4 - 3 $ 1 $ 2 = 1{2.
u
u
!$(d/c)
$
150 × 20% = 30 150 * 20 !=(%) 30.
660 880 % 75% 660 / 880 !=(%) 75.
2500 15% 2875 2500 * 15 !=(%)+ 2875.
3500 25% 2625 3500 * 25 !=(%)- 2625.
500g 300g %
160%
300 + 500 !=(%) 160.
40 46 %
15%
46 - 40 !=(%) 15.
60
$$$
0a$
2°20´30˝ + 39´30˝ = 3°00´00˝
2 $ 20 $ 30 $+ 0 $ 39 $ 30 $= 3°0°0.
2°15´18˝ 10
2 $ 15 $ 18 $= 2°15°18.
60 10 $ 2.255.
10 60 !$() 2°15°18.
3 + 3 : 3 × 3 3 + 3 ar(:)3 * 3 = 6.Disp
= 9.
ENG
3n
1234 ENG 1234 = 1234.
. 1.234×103
. 1234.×100
COMP
150 f
c
1 + 1 = 2 1 + 1 = 2.
2 + 2 = 4 2 + 2 = 4.
3 + 3 = 6 3 + 3 = 6.
1 f 4.
1 f 2.
O
d e
4 × 3 + 2.5 = 14.5 4 * 3 + 2.5 = 14.5
4 × 3 − 7.1 = 4.9 dDDDD- 7.1 = 4.9
Ans
Ans
120.
4×s i n30× (30
120.
4×s i n30× (30
1 21 2
3 × 4 30
3 * 4 =
/ 30 =
123 + 456 = 579 123 + 456 = 579.
789 − 579 = 210 789 -K= 210.
ABCDEFXY
8
A 3 + 5
3 + 5 !~(STO)-(A) 8.
A × 10 a-(A)* 10 = 80.
A ~-(A) 8.
A 0 !~(STO)-(A) 0.
M
M
M 0 !~(STO)l(M) 0.
10 × 5 M 10 * 5 l 50.
10 + 5 M
10 + 5 !l(M−) 15.
M ~l(M) 35.
M
A
p!,(CLR)b(Mcl)=
12.
A
ππ3.141592654
π = 3.14159265358980
ee2.718281828
e = 2.71828182845904
sin cos tan sin−1 cos−1 tan−1
1
sinh cosh tanh sinh−1 cosh−1 tanh−1
2
°r g °r
g!K(DRG')
3
10xex 4
log 5
In 6
x2x3^(xy)'3'x'x −1
7
Pol Rec Pol Rec
8
Rec Pol
−180° 180° (Deg)
ππ (Rad)
−200200 (Gra)
x! 9
Ran# 3 0.000 0.999
10
RanInt# RanInt#(a, b)a
b11
a b a b|a|, |b| 1 × 1010 ba 1 ×
1010
nPr nCr 12
Rnd
Norm1
Norm2 11 13
sin 30° = 0.5 v s 30 = 0.5
sin−1 0.5 = 30° v !s(sin−1) 0.5 = 30.
sinh 1 = 1.175201194 ws(sinh) 1 = 1.175201194
cosh−1 1 = 0 w!c(cosh−1) 1 = 0.
π/2 = 90° 50 = 45° v
(!E(π)/ 2 )!K(DRG')c(R)= 90.
50 !K(DRG')d(G)= 45.
3 Sci3 e 5 × 2
,c(Sci)d !I(ex) 5 * 2 = 2.97×102
log 1000 = 3 l1000 = 3.
3 Sci3 ln 90 (= loge 90)
,c(Sci)d I90= 4.50×100
1.2 × 103 = 1200 1.2 * 10 M 3 = 1200.
(52)3 = 15625 ( 5 x)W= 15625.
5
32 = 2 5 !M(x') 32 = 2.
3 Fix3 '2 × 3 (= 3'2 =
4.242640687...)
,b(Fix)d 9 2 * 3 = 4.243
'2, '2 v
r9 2 ,9 2 )= r = 2.
~t(F) = 45.
u ~c(E) r~t(F)
'2, 45° v
!r(Rec()9 2 , 45 = x = 1.
~t(F) y = 1.
u ~c(E) x~t(F) y
(5 + 3) ! = 40320 ( 5 + 3 )!X(x!)= 40320.
1000Ran# 3
1000 !.(Ran#)= 287.
12.12.
0.4
Ans÷30
0.4
Ans÷30
11
22
33
44
55
66
77
88
99
1010
1 6
!d(RanInt) 1 , 6 )= 2.
= 6.
= 1.
10 4
10 !{(nPr) 4 = 5040.
10 { 4 = 210.
3 Fix3 10 ÷ 3 × 3 Rnd(10
÷ 3) × 3
,b(Fix)d 10 / 3 * 3 = 10.000
10 / 3 =!a(Rnd)* 3 = 9.999
13. SD REG
1,c(SD)
1 (
y = A + Bx),d(REG)b(Lin)
(
y = A + Blnx),d(REG)c(Log)
e (y = AeBX),d(REG)d(Exp)
(
y = AxB),d(REG)eb(Pwr)
(
y = A + B/x),d(REG)ec(Inv)
2 (y = A + Bx + Cx2),d(REG)ed(Quad)
u SD REG l7
u !,(CLR)b(Scl)=
u
SD x7
REG x,y7
u 77
u !,(;)
SD 110 10 110!,(;)107
REG 20/30 5 20,30!,(;)
57
u fc
Freq
u
=
A
u =7
!l(CL)
u Data Full
=
1
2
E d i t
O
F F
E
S
C
c
b
u !l(CL)
u A F X Y
u
A F X Y
1 *
x2*x*y2yxy x3x2yx4n*
x2x n ............!b(S-SUM) b d
y2yxy ........!b(S-SUM)e b d
x3x2yx4 ...... !b(S-SUM)ee b d 2
o*pσx*σysx* sy
oσxsx ................!c(S-VAR) b d
pσysy ................!c(S-VAR)e b d
A B r
2ABC
!c(S-VAR)ee b d
m n
2m1m2n
!c(S-VAR)eee b c d
u m m1m2n
(o)σx
55 54 51 55 53 53 54 52
,c(SD)
55 7 54 7 51 7 55 7 53 77 54 7 52 7
!c(S-VAR)b(o)= 53.375
!c(S-VAR)c(σx)= 1.316956719
= 53.375 = 1.316956719
2 (x, y) = (20, 3150) (110, 7310) (200, 8800)
(290, 9310) 1
3 Fix3
,d(REG)b(Lin)
,b(Fix)d
20 , 3150 7 110 , 7310 7 200 , 8800 7 290 ,
9310 7
!c(S-VAR)eed(r)= 0.923
,d(REG)c(Log)
20 , 3150 7 110 , 7310 7 200 , 8800 7 290 ,
9310 7
!c(S-VAReed(r)= 0.998
!c(S-VAR)eeb(A)= −3857.984
!c(S-VAR)eec(B)= 2357.532
1 = 0.923
= 0.998
y = −3857.984 + 2357.532lnx
2x
y y
x2x1x22
1111
1212
1313
11
22
2
x = 160 y3
Fix3
2
160 !c(S-VAR)eeec(n)= 8106.898
8106.898
14.
in cm g oz
108
5 cm in
5 !i('Conv)
3
aac cm'in
=
No. No. No.
001 in'cm 002 cm'in 003 ft'm
004 m'ft 005 yd'm 006 m'yd
007 mile'km 008 km'mile 009 n mile'm
010 m'n mile 011 acre'm2012 m2'acre
013 gal(US)'R014 R'gal(US) 015 gal(UK)'R
016 R'gal(UK) 017 pc'km 018 km'pc
019 km/h'm/s 020 m/s'km/h 021 oz'g
022 g'oz 023 lb'kg 024 kg'lb
025 atm'Pa 026 Pa'atm 027 mmHg'Pa
028 Pa'mmHg 029 hp'kW (UK) 030 kW'hp (UK)
031 kgf/cm2'Pa 032 Pa'kgf/cm2033 kgf • m'J
034 J'kgf • m 035 lbf/in2'kPa 036 kPa'lbf/in2
037 F'C 038 C'F 039 J'cal
040 cal'J 041 'm 042 m'
043 fm'm 044 m'fm 045 ch'm
046 m'ch 047 AU'm 048 m'AU
049 l.y.'m 050 m'l.y. 051 Mil'm
052 m'Mil 053 fath'm (US) 054 m'fath (US)
055 b'm2056 m2'b 057 a'm2
058 m2'a 059 ha'm2060 m2'ha
061 ft2'cm2062 cm2'ft2063 in2'cm2
064 cm2'in2065 mile2'km2066 km2'mile2
067 R'm3068 m3'R069 bu'R (US)
070 R'bu (US) 071 bbl'R072 R'bbl
073 ton'm3074 m3'ton 075 fl_oz(US)'mR
076 mR'fl_oz(US) 077 fl_oz(UK)'mR078 mR'fl_oz(UK)
079 ft3'm3080 m3'ft3081 in3'm3
082 m3'in3083 mton'kg 084 kg'mton
085 ton(long)'kg 086 kg'ton(long) 087 ton(short)'kg
088 kg'ton(short) 089 mcarat'mg 090 mg'mcarat
091 r'rad 092 rad'r 093 t-yr's
094 s't-yr 095 min's 096 s'min
097 h's 098 s'h 099 day's
100 s'day 101 mile/h'm/s 102 m/s'mile/h
103 knot'm/s 104 m/s'knot 105 Gal'm/s2
106 m/s2'Gal 107 N • m'dyn • cm 108 dyn • cm'N•m
* cal 15
u NIST Special Publication 811(2008)
u (UK) (US)
u No.083 084 mton ton, metric (t) No.089
090 mcarat carat, metric No.091 092
rad
15.
±1 × 10 −99 ±9.999999999 × 1099 0
15
1 10 ±1
±1
sinx
DEG 0 |x| 9 × 10 9
RAD 0 |x| 157079632.7
GRA 0 |x| 1 × 1010
cosx
DEG 0 |x| 9 × 10 9
RAD 0 |x| 157079632.7
GRA 0 |x| 1 × 1010
tanx
DEG sinx|x| = (2n–1) × 90
RAD sinx|x| = (2n–1) × π/2
GRA sinx|x| = (2n–1) × 100
sin–1x0 |x| 1
cos–1x
tan–1x0 |x| 9.999999999 × 10 99
sinhx0 |x| 230.2585092
coshx
sinh–1x0 |x| 4.999999999 × 10 99
cosh–1x1 x 4.999999999 × 10 99
tanh x0 |x| 9.999999999 × 10 99
tanh–1x0 |x| 9.999999999 × 10 –1
logx / lnx0 x 9.999999999 × 10 99
10x–9.999999999 × 10 99 x 99.99999999
ex–9.999999999 × 10 99 x 230.2585092
'x0 x 1 × 10100
x
2|x| 1 × 10 50
x –1 |x| 1 × 10100 ; x G 0
3'x|x| 1 × 10100
x!0 x 69 x :
nPr0 n 1 × 1010, 0 r n n, r :
1 {n!/(nr)!} 1 × 10100
nCr0 n 1 × 1010, 0 r n n, r :
1 n!/r! 1 × 10100 1 n!/(nr)! 1 × 10100
Pol(x,y)|x|, |y| 9.999999999 × 10 99
x2 + y2 9.999999999 × 10 99
Rec(r,)0 r 9.999999999 × 10 99
: sinx
°’
|a|, b, c 1 × 10100
2±1
0 b, c
|x| 1 × 10100
60 0°0´0˝ |x| 9999999°59´
33
0
5'Conv
.0
5'Conv
.
0
5'Conv 002
.0
5'Conv 002
.
1.968503937
5'Conv 002
1.968503937
5'Conv 002
xy
x 0: –1 × 10100 ylogx 100
x = 0: y 0
x 0: y = n, 1
2n+1 n :
–1 × 10100 y log|x| 100
x'y
y 0: x G 0, –1 × 10100 1/x logy 100
y = 0: x 0
y 0: x = 2n+1, 1
n n G 0; n :
–1 × 10100 1/x log|y| 100
a b/c10
RanInt#(a, b)a b; |a|, |b| 1 × 1010; ba 1 × 1010 a, b :
u
u
1
xy x'y3'x!nPr nCr°r g
σxsx
u
u
6
16.
d e
A
Math ERROR
u u
u 0
u u
Stack ERROR
u
u
u 2
Syntax ERROR
Arg ERROR
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17.
O
O
p!,(CLR)c(Mode)=
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18.
1. !A(OFF)
u O
2.
k l
3.
4. O!,(CLR)d(All)=
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19.
G13 LR44 × 1
3 1 1
0°C 40°C
85 × 155 × 12.2mm
100g
RJA522079-001V01
/