J fx-570ms fx-991ms CA 310029-001V06 http://www.casio.co.jp/edu/
Eng n 1
fx-95ms/fx-100ms/fx-570ms/ fx-912ms (fx-115ms)/fx-991ms 2
fx-570ms/fx-991ms <fx-570ms/fx-991ms> COMP F 1 CMPLX F 2 SD F F 1 REG F F 2 n BASE F F 3 EQN F F F 1 MAT F F F 2 VCT F F F 3 F Deg, Rad CMPLX A B 2(Mode) = COMP Deg Norm 1/Eng OFF a bi 3
a b /c Dot n BASEEng BASE Disp COMPCMPLXSDREG SD REG COMP CMPLXDeg Rad Gra COMP COMP COMP... F 1 1 + 1 = 2 + 2 = 3 + 3 = 3 [ ] 1 + 1 A [(COPY) 1 + 1 : 2 + 2 : 3 + 3 3 4
= COMP 1 79 COMP CMPLX - Y = X 2 + 3X 12 X 7 Y 58 X 8 Y 76 p y p u p x K + 3 p x, 12 C X? 7 7 = X? 8 C 8 = CMPLX - A B C B=14 m C=2 s D=9.8 m s 2 A A=16.8 1 B AC DC 2 2 5
p 2 p u p 1 - p k, R 1 \ 2 T - p h - p k K A I (B?) 14 = (A?) ] (C?) 2 = (D?) 9 l 8 = [ [ (A?) A I u u u y = sin x u y e x y 1/x u y x 0 COMP COMP COMP... F 1 6
COMP EQN CMPLX Eng F Disp 1 1 Eng1 2 1 Eng ON Eng Eng 2 Eng OFF Eng Eng Eng Eng 9 Eng k ( ) A k 10 3 M ( ) A M 10 6 G ( ) A g 10 9 T ( ) A t 10 12 m ( ) A m 10-3 µ () A N 10-6 n ( ) A n 10-9 p ( ) A p 10-12 f () A f 10-15 Eng 1 1000 Eng 1 100m ( ) 5µ () = 500n ( ) F... Eng 1 Disp 1 0. 1 m 5 n 100 A m - 5 A N = 500. µ 2 9 10 = 0.9m ( ) F... 1 Disp 1 0. 7 Eng
Eng Eng 9 1 m 9 \ 10 = 900. 3 1k ( ) 1k ( ) = 1M ( ) A P 0.9 9 1 m J 900. F... Eng 1 Disp 1 0. 1 k 1 k M 1 A k - 1 A k = 1. 4 1T ( ) 1000000000 = 1 10 21 F... Eng 1 Disp 1 0. 1T 1 1 A t - 1000000000 = 21 1. Eng 1 1000 CMPLX CMPLX CMPLX... F 2 Deg,Rad,Gra CMPLX A, B, C, M D, E, F, X, Y R I A r CMPLX 8
- 2+3i) 4+5i) 6 8 i 6 2 + 3 i + 4 + 5 i = 8i A r z a bi r r 1 3+4i r Deg r 5 53.13010235 (r 5) A A R 3 + 4 i T = ( 53.13010235 ) A a R 3 + 4 i T = r 2 2 45 1 i L 2 A Q 45 = (Deg ) A r r A r 9
- 1 i 1.414213562 45 (Deg ) 1 + i A Y = A r L 2 A Q 45 A Z = A r a bi r F Disp 1 1r1 2 1(a+bi): 2(r ): r z = a+bi z = a bi - 1.23 + 2.34i 1.23 2.34 i A S R 1 l 23 + 2 l 34 i T = A r n BASE nbase BASE... F F 3 10 2 8 16 n 10
2 8 162 n and or xor xnor Not Neg 2 1000000000 < x < 1111111111 0 < x < 0111111111 8 4000000000 < x < 7777777777 0 < x < 3777777777 10-2147483648 < x < 2147483647 16 80000000 < x < FFFFFFFF 0 < x < 7FFFFFFF 1 10111 2 + 11010 2 2 (110001 2 ) 2 11 t b 10111 + 11010 = 0. b 2 7654 8 12 10 8 (516 8 ) 8 t o 0. o l l l 4(o) 7654 \ l l l 1(d)12 = 3 120 16 or 1101 2 16 10 (12d 16, 301 10 ) 16 t h 120 l 2(or) 0. H l l l 3(b)1101= K 4 22 10 2 8 16 (10110 2, 26 8, 16 16 ) 10 2 t b 0. b
l l l 1(d) 22 = 10110. b 8 o 26. o 16 h 16. H 5 513 10 2 2 t b 0. b l l l 1(d) 513 = Ma th ERROR b Math ERROR SD REG SD SD SD... F F 1 SD REG S A D P ( Q ( R ( t 1 2 3 4 1 4 P(t) Q(t) R(t) 12
- x x = 53 ( t ) P(t ) 55, 54, 51, 55, 53, 53, 54, 52 ( t = 0.284747398, P(t) = 0.38974 ) 55 S 54 S 51 S 55 S 53 S S 54 S 52 S 53 A D 4( t) = A D 1( P( ) D 0.28 F = COMP COMP COMP... F 1 x a x x 3 A J P a P x T - y 3x 2 5x + 2 x 2 x x = 2 10 4 7 A J 3 p x K, 5 p x + 2 P 2 P 2 e D 4 T = x Rad Radian 13
COMP COMP COMP... F 1 x a, b n N = 2 n 4 d P a P b P n F 5-1(2 x 2 + 3 x + 8) dx = 150.6666667 n = 6 d 2 p x K + 3 p x + 8 P 1 P 5 P 6 T = n 1~9 Rad Radian MAT 3 3 3 MAT MAT... F F F 2 14
A, B, C 3 MatAns 2 1 A j 1 Dim A, B, C MatA23 2 3 t A j 2 Edit A, B, C [ ] - A = 1 2 4 0 B = 2 5 15 1 0 3 [ 2 4 1] 3 8 5 4 0 12 ([ 12 20 1])
( A 3 2) A j 1(Dim) 1(A) 3 = 2 = ( ) 1 = 2 = 4 = 0 = D 2 = 5 = t ( B 2 3) A j 1(Dim) 2(B) 2 = 3 = ( ) D 1 = 0 = 3 = 2 = D 4 = 1 = t (MatA MatB) A j 3(Mat) 1(A) - A j 3(Mat) 2(B) = 2 1 6 3 - C = 5 3 3 3C 15 9 ( C 2 2) A j 1(Dim) 3(C) 2 = 2 = ( ) 2 = D 1 = D 5 = 3 = t (3 MatC) 3 - A j 3(Mat) 3(C) = 2 1 6 - A = 5 0 1 3 2 4 73 ( A 3 3) A j 1(Dim) 1(A) 3 = 3 = ( ) 2 = D 1 = 6 = 5 = 0 = 1 = 3 = 2 = 4 = t (DetMatA) [ ] ([ ]) [ ] A j r 1(Det) A j 3(Mat) 1(A) = 16
5 7 4 - B = 8 9 3 ( B 2 3) A j 1(Dim) 2(B) 2 = 3 = ( ) (TrnMatB) 5 8 ([ ]) 7 9 4 3 [ ] 0.4 1 0.8 ( [ 1.5 0.5 1.5 0.8 0 0.6]) 5 = 7 = 4 = 8 = 9 = 3 = t A j r 2(Trn) A j 3(Mat) 2(B) = 3 6 11 - C = 3 4 6 4 8 13 ( C 3 3) A j 1(Dim) 3(C) 3 = 3 = ( ) D 3 = 6 = D 11 = 3 = D 4 = 6 = 4 = D 8 = 13 = t (MatC 1 ) A j 3(Mat) 3(C) a = 0 [ ] 17
- 0.4 1 0.8 ([ ]) 1.5 0.5 1.5 0.8 0 0.6 (AbsMatAns) A A A j 3(Mat) 4(Ans) = VCT 3 3 VCT VCT... F F F 3 A,B,C 3 VctAns A z 1 DimA, B, C Vc ta1 0. 18
er t A z 2 EditA, B, C - A= 1 2 3B= 4 5 6 (5 3 3) (3 A) A z 1(Dim) 1(A) 3 = ( ) 1 = D 2 = 3 = t (3 B) A z 1(Dim) 2(B) 3 = ( ) 4 = 5 = D 6 = t (VctA + VctB) A z 3(Vct) 1(A) + A z 3(Vct) 2(B) = - C= 7.8 9 5 5C ( 39 45) (2 C) A z 1(Dim) 3(C) 2 = ( ) 19 D 7 l 8 = 9 = t (5 VctC) 5 - A z 3(Vct) 3(C) =
2 - A B 24 (VctA VctB) A z 3(Vct) 1(A) A z r 1(Dot) A z 3(Vct) 2(B) = 2 - A B ( 3, 18,13) (VctA VctB) A z 3(Vct) 1(A) - A z 3(Vct) 2(B) = - C 11.90965994 (AbsVctC) A A A z 3(Vct) 3(C) = - A= 1 0 1 B= 1 2 0 Deg A B 1 108.4349488 (A B) (A B) cos cos 1 A B A B A, B1 20 A B A B
(3 A) A z 1(Dim) 1(A) 3 = ( ) D 1 = 0 = 1 = t (3 B) A z 1(Dim) 2(B) 3 = ( ) (VctA VctB) 1 = 2 = 0 = t A z 3(Vct) 1(A) A z r 1(Dot) A z 3(Vct) 2(B) = (Ans (AbsVctA AbsVctB)) \ R A A A z 3(Vct) 1(A) - A A A z 3(Vct) 2(B) T = (cos 1 Ans) ( 108.4349488 ) A V g = (VctA VctB) A z 3(Vct) 1(A) - A z 3(Vct) 2(B) = (AbsVctAns) A A A z 3(Vct) 4(Ans) = (VctAns Ans) ( ( 0.666666666 0.333333333 0.666666666)) A z 3(Vct) 4(Ans) \ g = COMP COMP COMP... F 1 20 40 R T 21
- 31 C F ( 31 ) C F R D 31 T A c 38 = 23.8 38 C F NIST Special Publication 811 1995 01 in cm 1in = 2.54cm 02 cm in 03 ft m 1ft = 0.3048m 04 m ft 05 yd m 1yd = 0.9144m 06 m yd 07 mile km 1mile = 1.609344km 08 km mile 09 n mile m 1n mile = 1852m 10 m n mile 11 acre m 2 1acre = 4046.856m 2 12 m 2 acre 13 gal (US) r 1gal (US) = 3.785412r 14 r gal (US) 15 gal (UK) r 1gal (UK) = 4.54609r 16 r gal (UK) 17 pc km 1pc = 3.085678 10 13 km 18 km pc 19 km / h m / s 1km / h = 5 m / s 20 m / s km / h 18 21 oz g 1oz = 28.34952g 22 g oz 23 lb kg 1lb = 0.4535924kg 24 kg lb 25 atm Pa 1atm = 101325Pa 26 Pa atm 22
27 mmhg Pa 1mmHg = 133.3224Pa 28 Pa mmhg 29 hp kw 1hp = 0.7457kW 30 kw hp 31 kgf / cm 2 Pa 1kgf / cm 2 = 98066.5Pa 32 Pa kgf / cm 2 33 kgf m J 1kgf m = 9.80665J 34 J kgf m 35 lbf / in 2 kpa 1lbf / in 2 = 6.894757kPa 36 kpa lbf / in 2 37 F C C = (5 / 9) ( F-32) 38 C F 39 J cal 1cal 15 = 4.1858J 40 cal J COMP COMP COMP... F 1 40-65kg E = mc 2 = 5.841908662 10 18 ) 65 L 28 K = 23 65 Co 2 5.841908662 18 28
ISO 1992CODATA 1998 01 mp 1.67262158 E-27 02 mn 1.67492716 E-27 03 me 9.10938188 E-31 04 µ mµ 1.88353109 E-28 05 a 0 0.5291772083 E-10 06 h 6.62606876 E-34 07 µ N 5.05078317 E-27 08 µ B 927.400899 E-26 09 1.054571596 E-34 10 α 7.297352533 E-03 11 re 2.817940285 E-15 12 λ c 2.426310215 E-12 13 γ p 2.67522212 E08 14 λ cp 1.321409847 E-15 15 λ cn 1.319590898 E-15 16 R 10973731.568549 17 u 1.66053873 E-27 18 µ p 1.410606633 E-26 19 µ e -928.476362 E-26 20 µ n -0.96623640 E-26 21 µ µ µ -4.49044813 E-26 22 F 96485.3415 23 e 1.602176462 E-19 24 NA 6.02214199 E23 25 k 1.3806503 E-23 26 Vm 22.413996 E-03 27 R 8.314472 28 C 0 299792458 29 C 1 3.74177107 E-16 30 C 2 1.4387752 E-02 31 σ 5.670400 E-08 32 ε 0 8.854187817 E-12 24
33 µ 0 12.566370614 E-07 34 φ 0 2.067833636 E-15 35 g 9.80665 36 G 0 7.748091696 E-05 37 Z 0 376.730313461 38 t 273.15 39 G 6.673 E-11 40 atm 1.01325 < fx-991ms > G13 LR44 2 TWO WAY POWER 5 1 2 3 k 4 5 5 25
< fx-570ms > G13 LR44 1 1 Ai 2 3 4 k 5 6 5 26
kl 6 5 27
< fx-570ms > G13LR44 1 < fx-991ms > G13LR44 1 < fx-570ms > u 9,000 u 3OFF < fx-991ms > u 3 1 1 0.0002W 0 40 78 154.5 12.7mm 105g 28
SHIFT SHIFT 4 A ALPHA ALPHA E p MODE CLR F CLR COMP SD/REG ON ON ON 5 COPY REPLAY e r [ ] A[ 29
Rnd T Ran#!4 10 11 FIX SCI!R 0.000 0.999! f T COMP EQN CMPLX f: 10 15 T: 10 12! S-SUM! S-VAR SD REG DISTR SD REG MAT MAT VCT VCT!7 π OFF!O OFF OFF 30
INS![ Re lm Re lm CMPLX!& DRG DRG SOLVE CALC COMP CMPLX SOLVE SOLVE a= COMP CMPLX 31
d/dx : i!d a: CONV COMP CMPLX 40 CONV COMP CMPLX 40 x! LOGIC!" LOGIC BASE!# COMP SD REG 0 i CMPLX i 32
!/ x 3 DEC & 10 BASE 10 HEX!q ( 16 BASE 16 10 BIN!0 10 x 10 x! 2 BASE 2 33
e OCTe!e e x e x % 8 BASE 8 e A CMPLX r B 60 60!+ 10 60 60 10 C M hyp 34
sin -1 D cos-1 E tan-1 F!S,!C,!T A F 16 BASE 16 A F j, 0, p A F STO!' X arg Abs!A CMPLX! ] CMPLX j, 0, p X Conjg Y!; Conjg CMPLX j, 0, p 35
M- M DT CL M!m M 7 SD REG!8 SD REG j, 0, p M Pol( Rec( npr ncr / CMPLX!r!q!}!{ 36
MEMO 37
151-8543 1-6-2 SA0403-E Printed in China