fx-85MS

Casio fx-85MS, fx-270MS, fx-300MS, fx-350MS, fx-82MS, fx-83MS, FX-890P 取扱説明書

  • こんにちは!CASIO関数電卓 fxシリーズ(fx-82MS、fx-83MS、fx-85MS、fx-270MS、fx-300MS、fx-350MS)の取扱説明書の内容を理解しています。基本的な操作方法から高度な関数計算、統計計算まで、あらゆる質問にお答えします。 電池交換方法やエラー対処法などもご確認ください。
  • 計算方法の設定を初期状態に戻すにはどうすればよいですか?
    電池の寿命はどのくらいですか?
    エラーが発生した場合、どうすればよいですか?
    統計計算をするにはどうすればよいですか?
    関数計算をするにはどうすればよいですか?
fx-82MS
fx-83MS
fx-85MS
fx-270MS
fx-300MS
fx-350MS
J
P
http://www.casio.co.jp/edu/
AB2Mode
=
................ COMP
.................... Deg
............ Norm 1
............ ab/c
......... Dot
.....1
– 1 –
.....2
1
2
– 2 –
– 3 –
u
u
u
– 4 –
5
fx-82MS ....................................... 2 3
fx-83MS 85MS 270MS 300MS
350MS ....................................... 3 LR44
– 5 –
– 6 –
3 x x2x3x1x!
Ran#
π
nPr nCr
Pol x y Rec r
θ
Eng
– 7 –
– 8 –
COMP F 1
SD F 2
REG F 3
FDeg Rad
-
REG
SD
– 9 –
A B 2Mode =
COMP
Deg
Norm 1
ab/c
Dot
SD REG
COMP Deg Rad Gra
79
79 1 1
+ , - \ 1 1
A D 2
1 1
179
73
g
g
– 10 –
1cos60 sin60
W 60
e e e S
2369 2 369 2[
369 - - 2
e e [
32.362sin2.362
2 l 36 K
e e e e e A K S
AK
AK
=
[
[
e r
e
r
0.
369××2
0.
cos 60
0.
sin 60
0.
369×2
0.
2.362
0.
sin
2
.362
– 11 –
-4.123.586.4 = 21.1496
4.123.587.1 = 7.6496
4.12 - 3.58 + 6.4 =
e e e e e , 7.1
=
t
3 - 4 =
t
[ [
128
5
AB
r e
-14102.3 1402.3
14 \ 0 - 2.3 =
21.1496
4.12×3.58+6.
21.1496
12×3.58-7.1
7.6496
4.12×3.58-7.
12.
3×4
0.
7.6496
4.12×3.58-7.
aMthERROR
– 12 –
r e
e A K 1
=
-23 4
2 + 3 p \ g - 4 =
=
10
10
10 2
Norm 1
Norm 1 1010 10–2
Norm 2
Norm 2 1010 10–9
0.
0
14÷×2.3
0.
14÷1×2.3
0
3.22
14÷1×2.3
0
5.
2+3
Disp
20.
Ans ×4
– 13 –
Norm 1 Norm 2
F
1r1, 2
1Dot 3
2Comma 3
1
2
3
Fix Sci
N
or
m
5. –03
0.005
1
Disp
3 1 Norm 1 2Norm
2
1 \ 200 =Norm 1
Norm 2
Norm 1
F
– 14 –
COMP
AB3All =
COMP
COMP ............................................................ F 1
sin 2.34 105 S 2.34 e D 5
1234.553
25.5
23 + 4.5 , 53 =
256(12)(2.5)
268.8
56 - R D 12 T \ R D 2.5 T =
323(11020)
6.666666667
10 19
2 \ 3 -1 e 20 =
47845
36
7 - 8 , 4 - 5 =
5 =
0.3
6 \ R 4 - 5 T =
62[76(54)]
122
2 - R 7 + 6 -
R 5 + 4 T T =
= T
6
45
– 15 –
10
1  
2 C 3 + 1 C 5 =
23 1
4
3 C 1 C 4 +
1 C 2 C 3 =
3 2 C 4 =
4 1.6
2.1
1 C 2 + 1.6 =
2
12.75 2
2.75 =
C
A B
13 15.
2
4
1
2
1
2
2
3
1
5
1
4
2
3
11
12
411 12.
13
15
11
4
3
4
11 4.
2 3 4.
2.75
– 16 –
2 0.5
1 C 2 =
C
C
-1
1 C 2 C 3 =
A B
A B
F
1 2.
0.5
1 2.
1
2
1 2 3.
5 3.
1 2 3.
2
3
5
3
1
Disp
1 1, 2
1ab/c
2d/c
d/c
11500 12
(180)
1500 - 12 A v
2660 880
(75%)
660 \ 880 A v
32500 15
(2875)
2500 - 15 A v +
– 17 –
43500 25
(2625)
3500 - 25 A v ,
5168 98 734 20
(800)
168 + 98 + 734 = g A J 1
p 1 - 20 A v ,
, v
6500g 300g
(160%)
300 + 500 A v
740 46
48
(15%, 20%)
46 , 40 A v
e e e e e e 8 =
60 10
12.258 60 10
2.258 =
2.258
A O
2°15°28.8
I
2.258
212° 34’ 56” × 3.45
12 I 34 I 56 I - 3.45 =
43°24°31.2
– 18 –
F
1 3
1Fix
2Sci
3Norm
1200 7 14 400
200 \ 7 - 14 =
F..... 1Fix 3
200 \ 7 =
- 14 =
200 \ 7 =
A Q
- 14 =
F
.....
3Norm
1
21 3 2Sci 2
F..... 2Sci 2 1 \ 3 =
F.....3Norm 1
1
2
3
Fix Sci
N
or
m
400.
400.000
28.571
28.571
28.571
399.994
400.00000
FIX
3.3–01
SCI
– 19 –
COMP
COMP
COMP ............................................................. F 1
=
g
-123456579 123 + 456 =
789579210
789 , g =
12 2
= A v|A { A j(= A~F, M, X,
Y)
-3412 3.14
3 - 4 =
\ 3.14 =
x2x3x–1 x! DRG' 
^(xy)x  nPr nCr
210.
789–
A
ns
12.
3×4
3.821656051
A
ns÷
3
.14
/