SA1109-E J fx-3650p fx-3950p http://edu.casio.jp RCA500002-001V04
AB2 Mode <... COMP... Deg... Norm 1... a+bi... a b /c 1
2
u u u 3
5 fx-3650p fx-3950p... 3 LR44 4
5
n 3 x x 2 x 3 x 1 x! Ran# π npr ncr Pol x y Rec r θ 6
7
M M A DT CL 1 M+ 2 M A 3 M p 4 DT 5 CL A 6 A 7 A p 8 COMP F 1 CMPLX F 2 SD F F 1
REG F F 2 n BASE F F 3 PRGM F F F 1 RUN F F F 2 PCL F F F 3 F Deg Rad CMPLX A B 2 < COMP Deg Norm 1 a bi a b /c n BASE Disp COMP CMPLX SD REG SD REG COMP CMPLX Deg Rad Gra 9
79 791 1 +, - \ 1 1 A D 2 1 1 1 79 73 g g 1 cos60 sin60 W 60 e e e S cos 60 sin 60 0. 0. 2 369 2 369 2 [ 369 - - 2 e e [ 369 2 369 2 0. 0. 10
3 2.36 2 sin2.36 2 2 l 36 K e e e e e A K S 2.36 2 sin2.36 2 0. 0. A K A K < [ [ er e r - 4.12 3.58 6.4 = 21.1496 4.12 3.58 7.1 = 7.6496 4.12-3.58 + 6.4 < e e e e e, 7.1 4.12 3.58+6. 21.1496 12 3.58-7.1 21.1496 < 4.12 3.58-7. 7.6496 11
t 3-4 < 3 4 12. t 0. [ [ 4.12 3.58-7. 7.6496 128 5 AB r e - 14 10 2.3 14 0 2.3 14 \ 0-2.3 < Ma th ERROR r e 14 0 2.3 0. e A K 1 14 1 0 2. 3 0. < 14 10 2.3 3.22 12
10 10 102 Norm 1 Norm 1 10 10 10 2 Norm 2 Norm 2 10 10 10 9 Norm 1 Norm 2 F Fix Sci Norm 1 2 3 3 1 Norm 1 2 Norm 2 03 1 \ 200 < 5. 10 Norm 1 0.005 Norm 2 Norm 1 13
AB3 All < COMP COMP COMP... F 1 58 sin 2.34 10 5 S 2.34 e D 5 1 23 4.5 53 25.5 23 + 4.5, 53 < 2 56 ( 12) ( 2.5) 268.8 56 - R D 12 T \ R D 2.5 T < 3 2 3 (1 10 20 ) 6.666666667 10 19 2 \ 3-1 e 20 < 4 7 8 4 5 36 7-8, 4-5 < 6 5 = 0.3 6 \ R 4-5 T < 4 5 6 2 [7 6 (5 4)] 122 2 - R 7 + 6 - R 5 + 4 T T < < T 14
10 2 1 13 1 3 5 15 2 C 3 + 1 C 5 < 1 2 11 2 3 1 4 4 3 12 3 C 1 C 4 + 1 C 2 C 3 < 13 15. 4 11 12. 2 1 3 2 C 4 < 4 2 1 2 4 1.6 2.1 1 C 2 + 1.6 < 2 3 1 2.75 2 4 2.75 < 11 4 C A B 2.75 2 3 4. 11 4. 15
2 0.5 1 2 1 C 2 < C C 2-1 3 5 3 1 C 2 C 3 < A B A B 1 2. 0.5 1 2. 1 2 3. 5 3. 1 2 3. 1 F Disp 1 1 1 r CMPLX 1 2 1 a b /c 2 d/c d/c 1 1500 12 (180) 1500-12 A v 2 660 880(75%) 660 \ 880 A v 16
3 2500 15 (2875) 2500-15 A v + 4 3500 25 (2625) 3500-25 A v, 5 168 98 734 20 (800) 168 + 98 + 734 < g A J 1 p 1-20 A v,, v 6 500g 300g (160%) 17 300 + 500 A v 7 40 46 48 (15%, 20%) 46, 40 A v e e e e e e 8 < 60 10 1 2.258 60 10 2.258 < 2.258 A O 2 15 28.8 I 2.258 2 12 34 56 + 65 43 21 12 I 34 I 56 I + 65 I 43 I 21 I < 78 18 17
F Fix Sci Norm 1 2 3 1 3 1 Fix 2 Sci 3 Norm 1 200 7 14 400 200 \ 7-14 < F... 1 Fix 3 200 \ 7 < - 14 < 200 \ 7 < A Q - 14 < 400. FIX 400.000 00 28.571 400.000 28.571 28.571 399.994 F... 3 Norm 1 2 1 3 2 Sci 2 F... 2 Sci 2 1 \ 3 < SCI 3.3 10 01 F... 3 Norm 1 18
COMP COMP COMP... F 1 < g - 123 456 579 123 + 456 < 789 579 210 789 Ans 789, g < 210. 122 < A v A { A j A~D M X Y - 3 4 12 3.14 3-4 < 3 4 12. \ 3.14 < Ans 3.14 3.821656051 19
x 2 x 3 x 1 x! DRG' ^ x y x npr ncr M M 0 A j M - 23 9 32 23 + 9 A j 3 M 53 6 47 53, 6 ) 45 2 90 45-2 A { 99 3 33 99 \ 3 22 0 3 M 7 A~D M X Y A B 1 Mcl < 0 A j G 1 193.2 23 8.4 193.2 A J 1 \ 23 < 193.2 28 6.9 p 1 \ 28 < 193.2 42 4.6 p 1 \ 42 < 20
9 6 3 2 1.425 (7 2) 8 9-6 + 3 A J 2 R 7, 2 T - 8 A J k p 2 \ p k < CMPLX CMPLX CMPLX... F 2 Deg Rad Gra CMPLX A B C M D X Y R I A r CMPLX - 2+3i) 4+5i) 6 8 i 6 8i 2 + 3 i + 4 + 5 i < A r z abi r r 21
1 3 4ir Deg r553.13010235 r 5 53.13010235 A A R 3 + 4 i T < A a R 3 + 4 i T < r 2 245 1 i Deg L 2 A Q 45 < A r ra r - 1 i 1.41421356245 Deg 1 + i A Y < A r L 2 A Q 45 A Z < A r a bi r 22
F Disp 1 1 1 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 n BASE BASE... F F 3 10 2816 n 2816 2 23
n and or xor xnornotneg 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 t b 0. b 10111 + 11010 < 110001. b 2 22 10 2816 (10110 2, 26 8,16 16 ) 2 t b 0. b l l l 1(d) 22 < 10110. b 8 16 o h 26. o 16. H 3 513 10 2 2 t b 0. b l l l 1(d) 513 < Ma th ERROR b Math ERROR 24
4 7654 8 12 10 8 516 8 8 t o 0. o l l l 4(o) 7654 \ l l l 1(d)12 < 516. o 5 120 16 or 1101 2 16 10 12d 16, 301 10 16 t h 0. H 10 120 l 2(or) l l l 3(b)1101< K 12d. H 301. d COMP COMP COMP... F 1 π 3.14159265359 F Deg Rad G ra 1 2 3 25
1 3 π (90 = = 100 ) 2 1 sin63 52 41 0.897859012 π q... 1(Deg) S 63 I 52 I 41 I < 2 ( cos rad) 3 0.5 q... 2(Rad) W R A x \ 3 T < 3 tan( 35grad) 0.612800788 q... 3(Gra) h R D 35 T < 4 sin 1 0.5 30 sinx 0.5 x 2 5 ( cos 1 0.25 π (rad) π (rad) ) 2 q... 1(Deg) A j 0.5 < q... 2(Rad) A V R L 2 \ 2 T < g \ A x < 4 6 tan 1 0.741 36.53844577 q... 1(Deg) A g 0.741 < 1 sinh 3.6 18.28545536 M S 3.6 < 2 sinh 1 30 4.094622224 M A j 30 < 1 log 1.230.089905111 R 1.23 < 26
2 In 90 ( log e 90) 4.49980967 T 90 < In e 1 T p P < log 64 log 4 3 3 R 64 \ R 4 < 4 e 10 22026.46579 A U 10 < 5 10 0.4 5 e 3 2.760821773 A Q 0.4 + 5 - A U D 3 < 6 2 3 0.125 2 W D 3 < 7 ( 2) 4 16 R D 2 T W 4 < 58 3 x x 2 x 3 x 1 x! Ran# πnprncr 1 2 3 5 5.287196909 2 3 5 3 27 1.290024053 3 7 L 2 + L 3 - L 5 < A D 5 + A D R D 27 T < 123 (= 123 ( 7 )) 1.988647795 7 A H123 < 4 123 30 2 1023 123 + 30 K < 5 12 3 1728 12 N < 1 1 1 3 4 1 6 12 R 3 a, 4 a T a < 7 8! 40320 8 A f < 27
8 0.000 0.999random number 0.664 A M < 9 3 π 9.424777961 3 A x < 0 1 7 4 1 1 12341123 (840) 7 A m 4 < 10 4 (210 ) 10 A n 4 < A v D R G 1 2 3 1 3-4.25Deg F... 1(Deg) 4.25 A v 2(R) < 4. 25 r 243.5070629 28
Pol x yrec r θ Rectangular Polar X Y 1 r 2, θ 60 x, y Deg x1 A F 2 P 60 T < y1.732050808 0 y 0 x 0 y x y 2 1, 3 r θ Rad r2 A f 1 P L 3 T < θ1.047197551 0 y 0 x 0 y r θ Eng 1 56,088 56.088 10 3 56088 < J (km) 2 0.08125 81.25 10 3 0.08125 < J (mg) 29
SD REG SD SD SD... F F 1 SD REG S A B 1 (Scl) < <x-> S n Σx Σx 2 o σ n σ n 1 A U 1 Σx 2 A X 1 o A U 2 Σx A X 2 σn A U 3 n A X 3 σn 1 - σ n 1, σ n, o, n, Σx, Σx 2 : 55, 54, 51, 55, 53, 53, 54, 52 SD A B 1 (Scl) < 30 55 S n= SD S n 54 S 51 S 55 S 53 S S 54 S 52 S σn 1 = 1.407885953 A X 3 < σn = 1.316956719 A X 2 < o = 53.375 A X 1 < n = 8 A U 3 < 1.
Σx = 427 A U 2 < Σx 2 = 22805 A U 1 < SS A G <x- > A G < > S 110 10 110 A G10 S - [ ] < t < S A U Data Full < Ed i t OFF ESC 1 2 2 1 31
54 A U SD REGREG Lin/Log/Exp/Pwr/Inv/Quad REG REG REG... F F 2 SD REG S 32
REG L i n Log Exp 1 2 3 1 3 1 (Lin) : 2 (Log) : 3 (Exp) : r 1 (Pwr) : r 2 (Inv) : r 3 (Quad) : 2 r e A B 1 Scl < <x-> P <y-> S 33 Pw r Inv Quad 1 2 3 A U 1 Σx 2 A U 2 Σx A U 3 n A U r 1 Σy 2 A U r 2 Σy A U r 3 Σxy A X 1 o A X 2 xσ n A X 3 xσ n-1 A X r 1 p A X r 2 yσ n A X r 3 yσ n-1 A X r r 1 A X r r 2 2 A X r r 3 A X r r r 1 A X r r r 2 A B r m n
A U r r 1 Σx 3 A U r r 2 Σx 2 y A U r r 3 Σx 4 A X r r 3 A X r r r 1 m1 A X r r r 2 m2 A X r r r 3 n C y A Bx - 10 C 1003 hpa 15 C 1005 hpa 20 C 1010 hpa 25 C 1011 hpa 30 C 1014 hpa REG 1 Lin A B 1 Scl < 5 C 1000 r 2 10 P1003 S 34 S n 15 P 1005 S 20 P 1010 S 25 P 1011 S 30 P 1014 S A = 997.4 A X r r 1 < n= REG 1.
B = 0.56 A X r r 2 < r = 0.982607368 A X r r 3 < 5 = 994.6 E D 5 F A X r r r 2 < 1000hPa = 4.642857143 1000 A X r r r 1 < = 0.965517241 A X r r 3 K < = 35 E A U r 3, A U 3 - A X 1 - A X r 1 F \ E A U 3, 1 F < y A B ln x - xi yi 029 01.6 050 23.5 074 38.0 103 46.4 118 48.9 xi 80 yi 73 n y m x REG 2 Log A B 1 Scl < 29 P1.6 S 50 P 23.5 S 74 P 38.0 S 103 P 46.4 S 118 P 48.9 S A = 111.1283976 A X r r 1 < B = 34.0201475 A X r r 2 < r = 0.994013946 A X r r 3 < 35
xi 80 n = 37.94879482 yi 73 m = 224.1541313 80 A X r r r 2 < 73 A X r r r 1 < y A e B x (In y In A Bx) - xi yi 06.9 21.4 12.9 15.7 19.8 12.1 26.7 08.5 35.1 05.2 x i 16 yi 20 n y m x REG 3 Exp A B 1 Scl < 6.9 P 21.4 S 12.9 P 15.7 S 19.8 P 12.1 S 26.7 P 8.5 S 35.1 P 5.2 S A = 30.49758743 A X r r 1 < B = 0.049203708 A X r r 2 < r = 0.997247352 A X r r 3 < xi 16 n = 13.87915739 yi 20 m = 8.574868047 16 A X r r r 2 < 20 A X r r r 1 < 36
y A x B (In y In A B In x) - xi yi 28 2410 30 3033 33 3895 35 4491 38 5717 xi 40 yi 1000 n y m x REG r 1 Pwr A B 1 Scl < 28 P 2410 S 30 P 3033 S 33 P 3895 S 35 P 4491 S 38 P 5717 S A = 0.238801066 A X r r 1 < B = 2.77186616 A X r r 2 < r = 0.998906257 A X r r 3 < xi 40n = 6587.674592 yi 1000m = 20.26225682 40 A X r r r 2 < 1000 A X r r r 1 < 37
y A B 1 /x - xi yi 1.1 18.3 2.1 9.7 2.9 6.8 4.0 04.9 4.9 04.1 xi 3.5 yi 15 n y m x r 2 Inv A B 1 Scl < 1.1 P 18.3 S 2.1 P 9.7 S 2.9 P 6.8 S 4.0 P 4.9 S 4.9 P 4.1 S A = 0.093440617 A X r r 1 < B = 20.26709711 A X r r 2 < r = 0.999852695 A X r r 3 < xi 3.5n = 5.697158558 yi 15m = 1.342775158 3.5 A X r r r 2 < 15 A X r r r 1 < 38
y A B x C x 2 - xi yi 029 1.6 50 23.5 74 38.0 103 046.4 118 048.0 xi 16 yi 20 n y m 1 m 2 x REG 2 r 3 Quad A B 1 Scl < 29 P 1.6 S 50 P 23.5 S 74 P 38.0 S 103 P 46.4 S 118 P 48.0 S A = 35.59856934 A X r r 1 < B = 1.495939413 A X r r 2 < C = 6.71629667 10 3 A X r r 3 < xi 16 n = 13.38291067 yi 20 m 1 = 47.14556728 yi 20 m 2 = 175.5872105 16 A X r r r 3 < 20 A X r r r 1 < 20 A X r r r 2 < 39
SS A G <x- > P <y- > A G < > S x = 20 y = 30 5 20 P 30 A G 5 S - A D X Y REG Lin Log Exp Pwr Inv QuadA D X Y 1 y A Bx A A = Σy B. Σx n B n. Σxy Σx. Σy B = n. Σx 2 (Σx) 2 r r = n. Σxy Σx. Σy {n. Σx 2 (Σx) 2 }{n. Σy 2 (Σy) 2 } 2 y A B ln x A A = Σy B. Σlnx n 40
B n. Σ(lnx)y Σlnx. Σy B = n. Σ (lnx) 2 (Σlnx) 2 r r = 3 y A e B x (In y In A Bx) A A = Σlny B exp(. Σx ) n B B = n. Σxlny n. Σx. Σlny Σx 2 (Σx) 2 r r = n. Σxlny Σx. Σlny {n. Σx 2 (Σx) 2 }{n. Σ(lny) 2 (Σlny) 2 } 4 y A x B (In y In A B In x) A A = Σlny B exp(. Σlnx) n B n. Σ(lnx)y Σlnx. Σy {n. Σ(lnx) 2 (Σlnx) 2 }{n. Σy 2 (Σy) 2 } n. Σlnxlny Σlnx. Σlny B = n. Σ (lnx) 2 (Σlnx) 2 r r = n. Σlnxlny Σlnx. Σlny {n. Σ(lnx) 2 (Σlnx) 2 }{n. Σ(lny) 2 (Σlny) 2 } 41
5 y A B 1 /x A A = Σy B. Σx 1 n B Sxy B = Sxx r r = Sxy Sxx. Syy Sxx = Σ(x 1 ) 2 (Σx 1 ) 2, Syy = Σy 2 n Sxy = Σ(x 1 )y Σx 1. Σy n (Σy) 2 n 6 y A B x C x 2 A Σy n Σx n Σx 2 n A = B( ) C( ) B B = (Sxy. Sx2 x 2 Sx 2 y. Sxx2 ) {Sxx. Sx2 x 2 (Sxx 2 ) 2 } C C = (Sx 2 y. Sxx Sxy. Sxx2 ) {Sxx. Sx2 x 2 (Sxx 2 ) 2 } (Σx) Sxx 2 = Σx 2, Sxy = Σxy n (Σx. Σx 2 ) Sxx 2 = Σx 3, Sx 2 x 2 = Σx 4 n Sx 2 y = Σx 2 y (Σx 2. Σy) n (Σx. Σy) n (Σx 2 ) 2 n 42
COMP COMP COMP... F 1 x a x Δx 3 A JP a P Δx T - y = 3x 2 5x + 2x = 2 x Δx = 2 10 4 7 A J 3 p x K, 5 p x + 2 P 2 P 2 e D 4 T < Δ x Rad COMP COMP COMP... F 1 x a, b n N = 2 n 4 d P a P b P n F 43
5 - (2 x 2 + 3 x + 8) dx = 150.6666667 1 n = 6 d 2 p x K + 3 p x + 8 P 1 P 5 P 6 T < n 1~9 Rad PRGM RUN PCL 360 4 P1 P2 P3 P4 F F F 1 3 44
PRGM RUN PCL 1 2 3 1 PRGM Edit Prog 2 RUN 3 PCL Clear Prog PRGM Edit Prog Edit Prog... F F F 1-3 S = s (s A)(s B)(s C) s = (A + B + C)/2 1.Edit Prog PRGM Ed i t P r og P 1234 308 45
2. P1 P4 2 P2 3. PRGM 000 P2? A:? B:? C: (A + B + C) 2 D^D (D A) (D B) (D C): Ans < A A J q p X p x ^ A? 1 4 50 4. t F F F 2 A B C D X YM7 CMPLX A B C M Fix 3 Deg ^ ^ P1 P4 Edit Prog 45-1 F COMP CMPLX SD* REG* BASE 46
Scl Scl 8 8 54 Edit Proge r [ 11 RUN COMP COMP COMP... F 1 - A = 30 B = 40 C = 50 1. COMP > 2 47
2. A? 30 < B? 40 < C? 50 < (A+B+C) 2 D 60. Disp D = (A + B + C) 2 3. < Ans 600. < Run Prog 46 3 t < P1 P4 1 4 ^ J I C r F* F Deg Rad Gra Fix Sci Norm Dec Hex Bin Oct t 48
e r t PCL Clear Prog Clear Prog... F F F 3 Edit Prog[ Clear Prog P1 P4 P1 P4 14 1. Clear Prog PRGM C l ea r P r og P 1234 247 2. P1 P4-1 P1 49
A? 3 e r 1 5? : ^ 1 2 3 4 1? 2 3 4 ^ S = G > > 1 2 3 4 5 1 S 2 = 3 G 4 > 5 > 50
Go t o L b l 1 2 1 Goto 2 Lbl Lbl n Goto nn 0 9 - A B C? A: Lbl 1:? B:? C: (A + B + C) 2 D^D (D A) (D B) (D C): Ans^Goto 1-0 0 B: Lbl 1:? A: A = 0 S Goto 2: B + A B: 1 2 1 2 Goto 1: Lbl 2: B 3 1 B 0 2 A 3 A = 0 1 Goto 2 12 51
= G > > 1 0 3 = 3 1 1 > 3 0 F F Deg Rad Gra Fix Sci Norm Dec Hex Bin Oct - Deg: Fix 3 P1 P4SDREG DT S 1 o o = 30.875 x 030 2 27 1 32 5 SDScl: 30; 2 DT: 27 DT: 32; 5 DT: o 52
2 A B C A = 3 B = 2 C = 1 x y 3 6 2 4 11 1 6 27 2 REG Quad Scl: 3,6; 2DT: 4,11 DT: 6,27; 2 DT: A^B^C 1 ; 1 A B C 33 34 M+ M - : 2 3 M+: - : 250 + 280 % : a b%+ a b% Rnd - 1 3 : Rnd: 53
a 256 b 360 c 24 x y 8 1 SD 30 A G 2 S 27 A G 1 S 32 A G 5 S 40 a 1 x 1 8 32 a b P1 P4 c a b c 640 1 x 1 8 80 54
b Data Full < 1 EditOFF ab b EditOFF Scl EditON ab 1 1 2 u 1 1 sin cos log ^ A B C 1 2 Fix 3 u 1 2 Goto 1 Lbl 2 e r 1 P1 P4 54 c 24 54 b 360 55
1. A B 2 Mode < 2. 3. 5 5 1 9.999999999 10 99 2 3 n 0 oxσn 4 R23 2 + 3-4 5 < 5 - - 3 < 6 7 Goto n Lbl n 56
t er 13 Math ERROR 4 Stack ERROR 5 Syntax ERROR 6 Arg ERROR 7 Go ERROR Math ERROR u u u u 0 Stack ERROR u u 10 24 u 2 57
Syntax ERROR u u ^ u e r u ^ Arg ERROR u u e r Go ERROR u Goto nlbl n u Goto nlbl n Goto n 1 Pol (x, y), Rec (r,θ) d/dx dx 2 x 3, x 2, x 1, x!, m, m1, m2, n DRG' 58
3 ^(x y ), x 4 a b /c 5 π e 2π 3e 5A πa 6, 3, log, In, e x, 10 x, sin, cos, tan, sin 1, cos 1, tan 1, sinh, cosh, tanh, sinh 1, cosh 1, tanh 1, ( ), d, h, b, o, Neg, Not, arg, Abs, Conjg 7 2 3 Alog2 8 npr ncr 9, 0,!, @, G # and $ xnor, xor, or e x 120 e x 120 ( 2) 4 = 16 2 4 = 16 59
10 24 Stack ERROR - 1 2 3 4 5 1 2 2 3 3 4 4 5 5 4 60
12 10 ±1 DEG 0 < x < 4.499999999 10 10 sin x RAD 0 < x < 785398163.3 GRA 0 < x < 4.999999999 10 10 DEG 0 < x < 4.500000008 10 10 cos x RAD 0 < x < 785398164.9 GRA 0 < x < 5.000000009 10 10 DEG sin x x = (2n-1) 90 tan x RAD sin x x = (2n-1) π / 2 sin -1 x cos -1 x GRA 0 < x < 1 sin x x = (2n-1) 100 tan -1 x 0 < x < 9.999999999 10 99 sinh x cosh x 0 < x < 230.2585092 sinh -1 x 0 < x < 4.999999999 10 99 cosh -1 x 1 < x < 4.999999999 10 99 tanh x 0 < x < 9.999999999 10 99 tanh -1 x 0 < x < 9.999999999 10-1 log x / ln x 0 x < 9.999999999 10 99 10 x -9.999999999 10 99 < x < 99.99999999 e x -9.999999999 10 99 < x < 230.2585092 x 0 < x 1 10 100 x 2 x 1 10 50 1/x x 1 10 100, x G 0 3 x x 1 10 100 x! 0 < x < 69 x 61
npr ncr 0 < n 1 10 10, 0 < r < n n, r : 1 < {n! / (n-r)!} 1 10 100 0 < n 1 10 10, 0 < r < n n, r : 1 < [ n! / {r! (n-r)!}] 1 10 100 x, y < 9.999999999 10 49 Pol(x,y) (x 2 + y 2 ) < 9.999999999 10 99 0 < r < 9.999999999 10 99 Rec(r,θ) θ : sinx a, b, c 1 10 100 0 < b, c x 1 10 100 600 0 0 < x < 999999 59 x 0: 1 10 100 y log x 100 ^(x y ) x 0: y 0 m x 0: y n, n, m : 2n 1 1 10 100 y log x 100 y 0 : x G 0 1 10 100 1/x logy 100 x y y 0: x 0 1 y 0: x 2n 1, n G 0, n : n 1 10 100 1/x log y 100 a b /c 10 SD (REG) x 1 10 50 y 1 10 50 n 1 10 100 x n, y n, o, p : n G 0 x n 1, y n 1, A, B, r : n G 0, 1 62
101 1 x y x y x! 3 npr ncr < fx-3650p > G13 LR44 2TWO WAY POWER 5 1 2 3 k 4 5 5 63
< fx-3950p> G13 LR441 1 A i 2 3 4 k 5 6 5 64
kl 6 5 65
< fx-3950p > G13 LR44 1 < fx-3650p > G13 LR44 1 < fx-3950p> u 9,000 u 3 OFF < fx-3650p > u 3 1 1 0.0002W 0 40 80 159 11.8mm 100g 66
SHIFT SHIFT 4 A ALPHA ALPHA E p MODE CLR F CLR COMP SD/REG ON ON ON 5 COPY REPLAY e r [ ] 67
Rnd Ran#!4 10 11 FIX SCI!R 0.000 0.999 P-CMD! S-SUM! S-VAR SD REG!7 π 5 OFF!O OFF OFF INS![ 68
Re Im Re lm CMPLX!& DRG DRG d/dx : i!d x!!" LOGIC BASE 9!# 69
COMP SD REG 0 i CMPLX i!/ DEC & 10 BASE 10 HEX!q ( 16 BASE 16 70
10!0 10 x 10 x! 2 BASE 2 e OCTe!e e x e x % 8 BASE 8 e A CMPLX r B 60 60!+ 10 60 60 10 71
C M hyp sin -1 D cos -1 E tan -1 F!S,!C,!T A F 16 BASE 16A F A D j, 0, p STO!' X arg Abs!A CMPLX! ] CMPLX j, 0, p X 72
Conjg Y!; Conjg CMPLX j, 0, p M- M DT CL M!m M 7 SD REG!8 SD REG j, 0, p M Pol( Rec( npr ncr / CMPLX!r!q!}!{ 73
I A BcB θ A C b B C a A 10m (c) b sin θ = cos θ = b c a c B θ 60 ( ) a C tan θ = c b a A b b c a c sin θ b = c sin θ cos θ a = c cos θ B θ a C F F F F 1 (Deg) 10 - S 60 < 8.660254038 (b) 10 - W 60 < 5 (a) b B θ a cb tan θ b sin θ a B θb ca tan θ a cos θ 74
y 10m P(x,y) F F F F 1 A F 10 P 60 F < 5 (x) 0 y 8.660254038 (y) 0 60 x II 2 a b B θ A B θ 8m (a) B θ c c 5m (b) b tan θ = θ = tan 1 b a a a A b C C sin θ = cos θ = tan θ = b c a c b a F F F F 1 A g E 5 \ 8 F < A O 32 0 19.38 (θ) a a c cos 1 c b c b sin 1 c 75
5m 0 θ r 8m P(8,5) F F F F 1 A f 8 P 5 F < 9.433981132 (r) 0 y A O 32 0 19.38 (θ) C D A X X C (61 32 ) (49 25 )D A (50m) A sin C X = sin (180 C D) F F F F 1 61 I 32 I A J e 50 S p e \ S E 180, p e, 49 I 25 I F < 47.06613853 (X) 76
ax 2 + bx + c = 0 a b c x x = ( b ± b 2 4ac)/2a b 2 4ac 0 F F F 1 Prog Edit P1 P4 1 4 Lbl 0:? A:? B:? C: Bx 2 4AC D: D = 0 S Goto 1: D 0 S Goto 2: Goto 0: Lbl 2: ( B - D) (2A) X: X ^Lbl 1: ( B - D) (2A) X: X > 1 P1 A? 2 < B? D 7 < C? 6 < X = 1.5 2 < X = 2 2 77
a b γ a β γ S c b α S = 1 2 α cos = bc sin α b 2 + c 2 a 2 2bc 65 41' 23" 32 41 S = 597.8321153 67 58' 1.54" 40.30827888 46 20' 35.46" F F F 1 Prog Edit P1 P4 1 4 Deg:? A:? B:? D: A B sin D 2^ Ans X: ( A x 2 B x 2 cos D 2 A B) C^sin 1 (X 2 B C) Y: Y 90 S Bx 2 Cx 2 Ax 2 S Y 90 Y: 90 Y S Ax 2 Bx 2 Cx 2 S Y 90 Y: Y^180 Y D 78
> 2 P2 A? 32 < B? 41 < D? 65 I 41 I 23 I < 597.8321153 < 40.30827888 c < 46.34318362 α A O 46 20 35.46 < 67.96709416 β A O 67 58 1.54 α α b c a α α α 79