Ck FC-200V FC-100V http://edu.casio.com http://edu.casio.com/forum/
FC-200VFC-100V FC-200V SHIFT ALPHA VARS t Y SHIFT ALPHA SHIFT ALPHA (S-MENU) Ck-1
(1-VAR) REPLAY Ck-2
1(CLR) 2 All:EXE () 3(Yes) 4 (Cancel) (Yes) COMP Payment DateMode dn Periods/Y BondDate DateInput PRF/Ratio B-Even DigitSep Angle End 365 CI Annual ( FC-200V) Date ( FC-200V) MDY PRF ( FC-200V) Quantity ( FC-200V) Off Deg Norm1 Off Ck-35 Ck-94 Ck-3
Ck-4
FC-200V FC100V Ck-5
Ck-6
1 3 4 5 10 10 10 10 11 11 13 13 13 23 23 25 27 28 28 29 32 33 35 Ans35 M37 ABCDXY38 VARS40 41 Ck-7
42 42 44 50 55 59 61 64 FC-200V66 FC-200V71 FC-200V78 BEV 178 282 384 486 588 690 94 94 96 98 e98 98 99 99 100 101 103 104 108 108 108 111 112 Ck-8
134 134 136 137 139 140 142 143 143 146 Ck-9
OFF 1 2 CONTRAST:EXE Ck-10
3196 LCD { Ck-1 M Ck-37 STO RCL (STO) Ck-37 Ck-38 Ck-94 Ck-108 360 360 SI Ck-15 Ck-11
DMY FIX SCI Disp DMY Ck-15 Ck-33 Ck-32 Ck-12
Ck-42 Ck-44 Ck-50 Ck-55 Ck-28 Ck-98 Ck-108 Ck-59 Ck-61 Ck-64 FC-200V Ck-66 FC-200V FC-200V Ck-71 Ck-78 Ck-13
Set: FC-200V 1 Ck-15 2 3 Ck-16 Set: Set: Ck-14
1 Set: 2 Payment Ck-16 DateMode Ck-16 dn Ck-16 Periods/Y Ck-17 BondDate Ck-17 DateInput Ck-17 PRF/Ratio Ck-18 B-Even Ck-18 DigitSep Ck-19 Angle Ck-19 Fix Ck-20 Sci Ck-20 Norm Ck-21 Ck-21 CONTRAST Ck-22 Ck-15
Payment:(CMPDAMRT 1:Begin 2:End 1 Payment 2 1:Begin 2:End DateModeSMPLDAYS BOND FC- 200V 1:360 360 2:365 365 1 Date Mode 2 1:360 2:365 dncmpd 1:CI 2:SI 1 dn Ck-16
2 1:CI 2:SI PeriodsYBOND FC-200V AnnualSemi-Annual 1:Annual 2:Semi 1 Periods/ Y 2 1:Annual 2:Semi BondDateBOND FC-200V DateTerm 1:Date 2:Term 1 Bond Date 2 1:Date 2:Term DateInputDAYSBOND FC-200V MDYDMY 1:MDY 06012006 2006 6 1 2:DMY 01062006 2006 6 1 Ck-17
1 Date Input 2 1:MDY 2:DMY PRFRatioBEVN BEV FC-200V PRF r% 1:PRF 2:r% 1 PRF/ Ratio 2 1:PRF 2:r% BEvenBEVN BEV FC-200V QuantitySales 1:Quantity 2:Sales 1 B-Even 2 1:Quantity 2:Sales Ck-18
DigitSepCOMP 3 Sci3 1:Superscript 123 456 2:Subscript 123456 3:Off 123456 1 Digit Sep 2 1:Superscript2:Subscript 3:Off Angle 90 = = 100 2 1:Deg 2:Rad 3:Gra 1 Angle 2 1:Deg2:Rad 3:Gra Ck-19
Fix Sci Norm 0 9 1 Fix 2 0 9 100 7 = 14.286 (Fix 3) = 14.29 (Fix 2) Sci FixNorm 1 1 10 0 1 Sci 2 0 9 10 7 = 1.4286 10 0 (Sci 5) = 1.429 10 0 (Sci 4) Ck-20
Norm Norm1:10 2 > x, x10 10 FixSci Norm2:10 9 > x, x10 10 1 200 = 5 10 3 (Norm1) = 0.005 (Norm2) 1 Norm 2 Norm1 Norm2 CASH FREQ DataEditor CASH DataEditor 1:On FREQ 2:Off FREQ 1 2 1:On 2:Off DataEditor FREQ FREQ On DataEditor Ck-21
CONTRAST 1 CONTRAST 2 3 1(CLR) 2 Setup:EXE () 3(Yes) 4 Cancel Yes COMP Ck-22
2 (5 + 4) 2 ( 3) = sin(, cos(, tan(, sin 1 (, cos 1 (, tan 1 (, sinh(, cosh(, tanh(, sinh 1 (, cosh 1 (, tanh 1 (, log(, ln(, e^(, 10^(, ^(, (, 3 (, x (, Abs(, Pol(, Rec(, Rnd( sin 30 = 1 2 sin( () 3 sin 30 = 1(sin) 2 Ck-23
2 (5 + 4) 2 sin(30)2 (3) 20 A2 Ck-29 1415 1111 + 2222 + 3333 + 444 99 (sin) Ck-24
I 10 10 I I Ck-33 76 Ck-94 89 k A I 1YINS A 369 13 369 12 369*13 Y 2 Ck-25 C
369 12 369 12 cos(60) sin(60) (cos) (sin) (cos) (sin) Ck-26
Math ERROR SyntaxERROR 14 10 2 = 14 0 2 = Ck-27
COMP 7 8 4 5 = 36 Ck-134 1 6 = (Norm1) 3(Fix3) FIX 3 (Sci3) SCI Ck-16 Ck-28
(2 + 3) (4 1) = 15 12% = 0.02 (%) 2150 20% = 30 (%) 3880660 (%) 42500 15% (%) Ck-29
5350025% 3500-3500* 251((%)E 61689873420% 168+98+ 734E -G*201((%)E 7300500 800500 800 300+500 1.(A%) 84046 48 46-40 1.(A%) eeey8e Ck-30 D
9$48025% (%) (%) 10$1304% (%) (%) Ck-31
3 + 3 3 3 1 2 3 : () 4 Disp Disp Ck-32
COMP Ck-3 Ck-22 Ck-33
4 3 + 2.5 = 14.5 4 3 7.1 = 4.9 Ck-34
VARS M ABCDX Y n PVPMTFVP/YC/YPM1 PM2Dys COMP Ans M STO 15 ALL:Solve Ck-35
3 430 ( ) Ans 123 + 456 = 579 789 579 = 210 Ck-36
M M (M ) (M) 1( ) 2(STO) 3 M: () 4(Yes) SMPL SI M 1SMPL SI Ck-42 Ck-43 2STO 3 SI () 4 M: () 5(Yes) Ck-37
0 M 1 M 23 + 9 = 32 53 6 = 47 ) 45 2 = 90 (M ) 99 3 = 33 ( ) 22 (M) 2(STO) 3 M: () 4(Yes) M ABCDXY 3 + 5A 1 2(STO) 3 A: () 4(Yes) Ck-38
A (A) AB (A)(B) CMPD PMT A 1CMPD PMT () 2(STO) 3 A: () 4(Yes) 9 6 + 3 =1425 5 8 1 2(STO) 3 B: () 4(Yes) 5 6(STO) 7 C: () 8(Yes) 9(B)(C) Ck-39
VARS VARS npvpmtfvp/yc/ypm1pm2 Dys COMP COMP COMP 1 (VARS) 2 VARS 1(CLR) 2 VARS:EXE () 3(Yes) 4 Cancel Yes VARS P/YC/Y1 ni%pvpmtfvpm1pm2dys 0 Ck-40
VARS VARS 1(CLR) 2 Memory:EXE () 3(Yes) 4 Cancel Yes Ck-41
SMPL SMPL SMPL Set DateMode 365 Dys 120 5% PV $10,000 Ck-16 DateMode SMPL 1SISFV 1 Set: Ck-42
365 Dys 120 5 PV 10000 2 ALL:Solve 3 Solve ALL:Solve SMPL 2SI 2 1 SI:Solve 3SFV 2 1 SFV:Solve Ck-43
SMPL VARS Dys PV SMPL SMPL SMPL SMPL COMP 365 SI' = Dys 365 PV i I% i = 100 360 SI' = Dys 360 PV i I% i = 100 SI = SI' SFV = (PV + SI') SI : Dys : PV : I% : SFV: CMPD CMPD CMPD Ck-44 C
Set* 1 Payment End n 48 4% PV $1,000 PMT $300 FV $16,760 P/Y PMT 12 C/Y* 2 12 * 1 Ck-16 Payment dn dn Ck-16 * 2 2 12 Payment P/ Y Ck-45 C
CMPD 1FV 4% $1,000 $300 1 Ck-45 Set: End n 48 4 PV 1000 PMT 300 P/Y 12 C/Y 12 Ck-47 2 FV 3 Ck-46
n PVPMT 1 Ck-46 n 1 16 20 P/Y=12 n 1 n 2 20 30 3 16 4 n Ck-47 C
Ck-16 dn CMPD VARS npvpmtfvp/y C/Y CMPD CMPD CMPD CMPD COMP PVPMTFVn I%0 PMT FV PV = PMT = PV FV PV PMT FV = log n = { } (1+ is) PMT FV i (1+ is) PMT + PV i log (1+ i) Ck-48 B
I% = 0 PV = (PMT n + FV) PV + FV PMT = n FV = (PMT n + PV) PV + FV n = PMT 1 ( Intg(n)) = (1+ i S), = (1+ i ) i (1+ i ) Frac(n)... dn : CI () = 1+ i Frac(n)... dn : SI () S = i = 0...Payment : End () 1...Payment : Begin () I%... (P/Y = C/Y = 1) 100 C/Y I% P/Y (1+ ) 1... () 100 [C/Y] I% i i γ PV + α PMT + β FV = 0 i I% { i 100... (P/Y = C/Y = 1) { } P/Y I% = C/Y (1+ i ) 1 C/Y 100... () Ck-49
n : I % : PV : PMT: FV : P/Y :PMT C/Y : = = CASH DCF NPV: IRR : PBP: * NFV: * PBP DPP PBP SPP Ck-50 C
CASH CASH CF2 CF3 CF4 CF5 CF6 CF7 CF1 CF0 CF 0 CF 1 CF 2 3% CF0 $10,000 CF1 $1,000 CF2 $4,500 CF3 $5,000 CF4 $4,000 Ck-51
CASH 1NPV 1 Ck-51 Csh=DEditorx DataEditor x y FREQ CASH DEditorx 10000(CF0) 1000(CF1) 4500(CF2) 5000(CF3) 4000(CF4) 2 3 NPV:Solve 4 Ck-52
CASH 2IRR 3 1 IRR:Solve IRR (VARS) 3 PBP 3 1 PBP:Solve 4NFV 3 1 NFV:Solve DataEditor DataEditor 80 X 40 XY XFREQ 26 XYFREQ x y FREQ DataEditor 80 1-VAR Off Ck-21 2-VAR 1-VAR 1-VAR 2-VAR CASH VARS CASH CASH Ck-53
COMP NPV CF1 CF2 CF3 NPV = CF0 + + + + (1+ i) (1+ i) 2 (1+ i) 3 CFn I % + i = (1+ i) n 100 n: 79 NFV NFV = NPV (1 + i ) n IRR IRR CF1 CF2 CF3 0 = CF0 + + + + + (1+ i) (1+ i) 2 (1+ i) 3 CFn (1+ i) n NPV= 0IRR i 100 NPVNPV IRR PBP PBP = NPVn = {0... (CF0 > 0) NPVn n... () NPVn+1 NPVn n k = 0 CFk (1 + i) k n: NPVn0NPVn+10 0 Ck-54
AMRT BAL : PM2 : PM1 INT PRN : PM1 INT : PM1 PM2 PRN: PM1 PM2 AMRT AMRT a c b 1... PM1... PM2... a: PM1 INT b: PM1 PRN c: PM2 BAL Ck-55
e d 1... PM1... PM2... d: PM1 PM2 PRN e: PM1 PM2 INT Set* 1 Payment End PM1 PM1 15 PM2* 2 PM2 28 n* 3 2% PV $100,000 PMT $920 FV* 3 P/Y PMT 12 C/Y* 4 12 * 1 Ck-16 Payment Ck-56 C
* 2 PM2 PM1 * 3 * 4 2 12 AMRT 1 28 BAL 1 Ck-56 Set: End PM1 15 PM2 28 2 PV 100000 PMT 920 P/Y 12 C/Y 12 Ck-57
2 BAL:Solve 3 AMRT 2 15 PM1INT 2 1 INT:Solve 3 15 PM1PRN 2 1 PRN:Solve 4 15 PM1 28 PM2 INT 2 1 INT:Solve 5 15 PM1 28 PM2 PRN 2 1 PRN:Solve AMRTVARS PM1PM2nPVPMTFVP/Y C/Y AMRT AMRT AMRT AMRT COMP Ck-58
a: PM1 INT INTPM1 = I BALPM1 1 i I (PMT ) b: PM1 PRN PRNPM1 = PMT + BALPM1 1 i c: PM2BAL BALPM2 = BALPM2 1 + PRNPM2 d: PM1 PM2PRN PM2 PRN = PRNPM1 + PRNPM1+1 + + PRNPM2 PM1 e: PM1 PM2INT a + b = PMT PM2 INT = INTPM1 + INTPM1+1 + + INTPM2 PM1 BAL0 = PV... Payment: End () INT1 = 0, PRN1 = PMT... Payment: Begin () ' I%' = [C / Y ] I% [P / Y ] (1+ ) 1 100 [C / Y ] 100 i = I%' 100 CNVRAPR EFF Ck-59
CNVR CNVR n 6 3% CNVR 1APR EFF 1n n 6 3 2 EFF:Slove 3 Ck-60
CNVR 2EFF APR 2 1 APR:Solve CNVRVARS n CNVR CNVR EFF APR CNVR CNVR CNVR COMP EFF = 1+ n APR/100 1 100 n APR = 1 EFF n 1+ 1 n 100 100 APR: % EFF: % n : COST Ck-61
COST COST CST $40 SEL $100 MRG 60% COST 1MRG 1 CST SEL CST 40 SEL 100 2 MRG 3 Ck-62
COST 2 1 1 1MRG SEL 2 2 CST 3SEL 1 1 1MRG CST 2 2 SEL COSTVARS COST CSTSEL MRG COST MRG CST = SEL 1 100 SEL = CST MRG 1 100 CST MRG(%) = 1 100 SEL CST : SEL : MRG: Ck-63
DAYS d1d2 1901 1 1 2099 12 31 DAYS DAYS Set* 1 DateMode 365 d1* 2 d2* 2 11052004 2004 11 5 04272005 2005 4 27 Dys 173 * 1 Ck-16 DateMode 360 d1 31 30 d2 31 1 Ck-64
* 2 1 9 010203 MDYDMY Date Input Ck-17 DateMode d1 d2 Dys DAYS 1 1 Ck-64 Set: 365 d1 11052004 d2 04272005 2 Dys 3 Ck-65
DAYS 2 3 DateMode 365 d1 d2 2d1Dys 1 1 1 Dys 173 d2 2 2 d2 3d2Dys 1 1 1 Dys 173 d1 2 2 d1 DAYSVARS DAYS d1d2 Dys DAYS DAYS DAYS COMP Dys FC200V DEPR SL : FP : SYD: DB : Ck-66
DEPR DEPR n 6 * 1 200 25% PV $150,000 FV $0 j 3 YR1 2 * 1 FPDB DB 200 DDB DEPR 1 1 n 6 Ck-67
25 FPDB PV 150000 FV 0 j 3 YR1 2 2 SL:Solve 3 DEPR 2 25% 2 1 FP:Solve 3 2 1 SYD:Solve 4 1 1 1 200 2 2 DB:Solve Ck-68
DEPR VARS DEPR npv FV DEPR DEPR DEPR COMP (PV FV ) YR1 SL1 = u n 12 (PV FV ) SLj = n (PV FV ) 12 YR1 SLn+1 = u n 12 SL j : j n : PV : FV : j : YR1: (YR1G12) Ck-69
I% YR1 FP1 = PV 100 12 I% FPj = (RDVj 1 + FV ) 100 FPn+1 = RDVn (YR1G12) RDV1 = PV FV FP1 RDVj = RDVj 1 FPj RDVn+1 = 0 (YR1G12) FPj : j RDVj: j I% : n (n +1) Z = 2 YR1 n' = n 12 (Intg (n' ) +1) (Intg (n' )+2 Frac(n' )) Z' = 2 n YR1 SYD1 = (PV FV ) Z 12 n' j+2 SYDj = ( )(PV FV SYD1) ( jg1) Z' n' (n +1)+2 SYDn+1 = ( )(PV FV SYD1) Z' 12 YR1 (YR1G12) 12 RDV1 = PV FV SYD1 RDVj = RDVj 1 SYDj SYDj : j RDVj: j Ck-70
I% DB1 = PV 100n YR1 12 RDV1 = PV FV DB1 DBj = (RDVj 1 + FV ) RDVj = RDVj 1 DBj DBn +1 = RDVn RDVn+1 = 0 I% 100n (YR1G12) (YR1G12) DBj : j RDVj: j I % : k FC200V BOND A BOND b BOND A Periods/Y Annual 1 Set* 1 BondDate Date 2 d1* 2 3 d2* 2 * 3 Ck-71 06012004 2004 6 1 12152006 2006 12 15 D
n 3 RDV* 4 $100 $100 CPN* 5 3% PRC* 6 $100 97.61645734 YLD 4% * 1 DateTerm Bond Date Ck-17 Annual Semi-Annual Periods/Y Ck-17 * 2 1 9010203 MDYDMY Date Input Ck-17 * 3 d2 * 4 RDV 100 * 5 CPN 0 * 6 $100 PRC INT CST Ck-72
1902 1 1 2097 12 30 d1 1902 1 2 2097 12 31 d2 365 365 DateMode Ck-16 BOND 1Date PRC 1Ck-71 Ck-72 BondDate Date BondDate Term Date Mode 365 Set: Periods/Y Annual Set: Bond Date Ck-73
Date d1 06012004 d2 12152006 RDV 100 CPN 3 YLD 4 2 PRC 3 BOND Term DateMode 360 Periods/Y Annual 2DateYLD 1 1 1 PRC 97.61645734 YLD 2 2 YLD Ck-74
3TermPRC 1 1 1 BondDate Term n d1 d2 2 n 3 4TermYLD 1 11 BondDate Term n d1 d2 2 n 3 3 PRC 9761645734 YLD 4 2 YLD BONDVARS nd1d2 BOND nd1 d2 n COMP BOND RDVCPNPRCYLD Ck-75
D A B PRC: 100 CPN:% YLD:% A : M :1=Annual2=Semi-Annual N : BondDate Term n RDV: 100 D : B : = D A INT : CST: 100PRC Date BondDate CPN RDV + M A CPN PRC = + ( ) B YLD/100 D M 1+ ( ) D M Ck-76
PRC = INT = A CPN D M RDV YLD/100 (1+ ) M CPN N k=1 CST = PRC + INT M YLD/100 (1+ ) M (N 1+B/D ) (k 1+B/D ) + A D CPN M Term BondDate CPN RDV n M PRC = YLD/100 n k=1 YLD/100 k (1+ ) (1+ ) M M INT = 0 CST = PRC YLD YLD YLD Ck-77
FC200V BEVN BEVN BEVN BEVN BEV: MOS: DOL: DFL: DCL: QTYCONV BEV 1 BEV 0 0% Ck-78
BEV 1 2 BEV:EXE 3 PRF PRF/Ratio Set* 1 B-Even Quantity PRC 100 VCU 50 FC 100000 PRF*2 400000 r%* 2 40% QBE*3 10000 SBE* 3 1000000 * 1 PRF r % PRF/Ratio Ck-18 Quantity Sales B-Even Ck-18 * 2 PRF/Ratio Ratio r% * 3 B-Even Sales SBE Ck-79
BEV 1QBE 1 Ck-79 Set: PRF/Ratio PRF Set: B-Even Quantity PRC 100 VCU 50 FC 100000 PRF r% 0 2 QBE Ck-80
3 BEV 2SBE 11 1 B-Even Sales 2 2 SBE 3400000 QBE 1 1 PRF 400000 4400000 SBE 1 11 B-Even Sales PRF 400000 2 2 SBE 540%QBE 11 PRF/Ratio r% r% 40 640%SBE 1 11 PRF/Ratio r% B-Even Sales r% 40 2 2 SBE 7 Ck-81
BEVVARS PRCVCUFCPRFr%QBE SBE BEV BEVN BEVMOSDOL DFLDCLQTYCONVBEV PRF/Ratio PRF FC + PRF QBE = PRC VCU FC + PRF SBE = PRC PRC VCU PRF/Ratio r% QBE = SBE = PRC PRC 1 1 FC r% 100 FC QBE: FC : PRF: PRC: VCU: SBE: r% : r% 100 VCU VCU Ck-82 PRC 2 MOS
MOS 1 2 MOS:EXE 3 SAL 1,200,000 SBE 1,000,000 MOS 0.1667(16.67%) MOS 1MOS 1 SAL 1200000 SBE 1000000 2 MOS 3 Ck-83
MOS 2SALSBE 1 MOSVARS SALSBE MOS MOS BEVNBEVMOSDOLDFL DCLQTYCONV MOS SAL SBE MOS = SAL SAL : SBE : MOS: 3 DOL DOL 1 2 DOL:EXE 3 Ck-84
SAL 1,200,000 VC 600,000 FC 200,000 DOL 15 DOL 1DOL 1 SAL 1200000 VC 600000 FC 200000 2 DOL 3 DOL 2SALVC FC 1 Ck-85
DOLVARS SALVCFC DOL DOL BEVN BEVMOSDOL DFLDCLQTYCONV DOL SAL VC DOL = SAL VC FC SAL : VC : FC : DOL: 4 DFL EBIT DFL 1 2 DFL:EXE 3 EIT EBIT 400,000 ITR 80,000 DFL 1.25 Ck-86
DFL 1DFL 1 Ck-86 EIT 400000 ITR 80000 2 DFL 3 DFL 2EBITITR 1 DFLVARS EITITR DFL DFL BEVN BEVMOSDOL DFLDCLQTYCONV DFL Ck-87
EIT DFL = EIT ITR EIT :EBIT ITR : DFL: 5 DCL DCL 1 2 DCL:EXE 3 SAL 1,200,000 VC 600,000 FC 200,000 ITR 100000 DCL 2 Ck-88
DCL 1DCL 1 Ck-88 SAL 1200000 VC 600000 FC 200000 ITR 100000 2 DCL 3 DCL 2SALVCFC ITR 1 DCLVARS SALVCFCITR DCL DCL BEVN BEVMOSDOL DFLDCLQTYCONV DCL Ck-89
SAL VC DCL = SAL VC FC ITR SAL: VC : FC : ITR : DCL: 6 QTYCONV QTYCONV 1 2 QTY CONV.:EXE 3 Ck-90
SAL 100,000 PRC 200 QTY 500 VC 15,000 VCU 30 QTY 500 QTYCONV 1QTY 1 SAL 100000 PRC 200 2 QTY 3 QTY QTY 2SALPRC 1 Ck-91
3QTY 1 Ck-91 VC 15000 VCU 30 2 QTY 3 QTY QTY 4VCVCU 3 QTYCONV VARS SALPRCQTYVC VCU QTYCONV BEVN BEVMOSDOL DFLDCLQTYCONV QTYCONV Ck-92
SAL = PRC QTY VC = VCU QTY SAL: PRC: QTY: VC : VCU: Ck-93
() : 3% (Payment) : End (PV) : $1,000 (PMT) : $50 (P/Y) : 12 (C/Y) : 12 (10%) SHORTCUT1 1 2PaymentPVPMTP/Y C/Y Ck-44 3 n 4 (STO) Shortcut1 Shortcut2 STO Ck-94
5 Shortcut1 STO 6 Yes Shortcut1 6 SHORTCUT2 1 COMP 2 (FV (( PV) + ( PMT) n)) 0.9 + (( PV) + ( PMT) n) FV PV n VARS 3 SHORTCUT1 45 6 Shortcut2 n60 1 Shortcut1 CMPD Shortcut1 n 2 60 Shortcut1 Ck-95
3 FV Ans 4 Shortcut2 Shortcut2 5 10% 1(CLR) 2 Shortcut:EXE () 3(Shortcut1) (Shortcut2) 4 CASH Ck-33 COMP Shortcut1 Shortcut2 FMEM1 FMEM2 Ck-96
FMEM sin 1 FMEM1 1 COMP 21 2 sin 1 () 3 (STO) STO FMEM1 FMEM2 4 FMEM1 5 Yes FMEM1 5 FMEM1 (FMEM1) 1(CLR) 2 FMEM:EXE () 3(FMEM1) (FMEM2) 4 Ck-97
FC200V Rnd(, sin(, cos(, tan(, x 2, (, ^(, e^(, ln( FC100V Rnd(, sin(, cos(, tan(, e^(, 10^(, ^(, ln(, log(, x ( COMP e e e = 3.14159265358980 (()) e = 2.71828182845904 ((e)) Ck-16 Ck-98
sin 30 = 0.5, sin 1 0.5 = 30 (sin) 1 2 sin 1 () 3 sinh 1 = 1.175201194, cosh 1 1 = 0 1 2 sinh () 3 1 2 cosh 1 () 3 DRG 1 =90 50=45 2 Ck-99
() (DRG)( r ) (DRG) ( g ) 2cos ( ) = 1, cos (100 ) = 0 (cos)() (DRG)( r ) (cos) (DRG)( g ) 3cos 1 ( 1) = 180 cos 1 ( 1) = 1 2 cos 1 () 3 1 2 cos 1 () 3 log( log (m, n) m 10 ln( e Ck-100
1log 2 16 = 4 1 2 log( () 3(,) 2log16=1204119983 1 2 log( () 3 10 3ln90=loge90=449980967 1 2 ln( () 3 4ln e = 1 1 2 ln( () 3(e) 5e 10 =2202646579 1 2 e^( () 3 11.2 10 3 = 1200 1 2 10^( () 3 Ck-101
2(1 + 1) 2+2 = 16 1 2 ^( () 3 32 3 =8 1 2 3 () 3 4(2 + 1) (2 1) = 1 1 2 ( () 3 4 ( () 5 5 5 32 = 2 1 2 x ( () 3 6 3 5 + 3 27 = 1.290024053 1 2 3 ( () 3 4 3 ( () 5 Ck-102
(Rec) (Pol) Pol Pol(X, Y) X: X Y: Y 180 < θ 180 θ θ rxθy Rec Rec(r, θ) r: r θ: θ θ x Xy Y r X Pol (2, 2) + 5 = 2 + 5 = 7 Ck-103
1(X, Y) = (2, 2) (r, θ) 1 2 Pol( () 3() (,)() 2(r, θ) = (2, 30) (X, Y) 1 2 Rec( () 3(,)!, Abs(, Ran#, npr, ncr, Rnd( (5 + 3)! = 40320 1 2! () 3 Ck-104
Abs Abs (2 7) = 5 1 2 Abs( ( 3 Ran 1 3 3 3 1000 3 1 2 Ran 3 Ck-105
nprncr n r 0 rn < 1 10 10 10 4 1 2 P 3 1 2 C 3 Rnd Norm1 Norm2 10 Fix Sci 200 7 14 = 400 3 1 FIX 2 Fix 3 4 5 Ck-106
15 FIX FIX FIX FIX (Rnd) FIX Ck-107
1-VAR ABX _+CX 2 InX e^x A B^X A X^B e ab 1/X S-MENUData CASH DEditorx Ck-108
FREQ FREQ FREQ COMP 6 Ck-109
X1 12345 X1 Ck-21 M STO VARS CASH DataEditor FREQ Ck-110
1 2 1 2 1 2S-MENUEdit 3Ins 1S-MENUEdit 2Del-A Ck-111
S-MENU Type Data Edit Sum Var MinMax Edit Sum Var MinMax Reg Reg Ck-117 ABX Ck-121 _+CX 2 Ck-112
1VAR SumVar MinMax o = x n xn = xn 1 = (x o)2 n (x o)2 n 1 SumSMENUSum x 2 x VarSMENUVar n xn xn 1 MinMaxSMENUMinMax minx maxx Ck-113
11-VAR {1, 2, 3, 4, 5, 6, 7, 8, 9, 10} (FREQ: ON) 1 2 3On (1-VAR) 2 {0, 1, 2, 3, 4, 5, 6, 7, 9, 10} (FREQ: ON) (S-MENU)(Data) (S-MENU) (Edit)(Ins) Ck-114
3 FREQ {1, 2, 1, 2, 2, 2, 3, 4, 2, 1} (FREQ: ON) (S-MENU)(Data) 47 3 4 (S-MENU)(Sum) (x 2 ) (S-MENU)(Sum) (x) Ck-115
5 (S-MENU)(Var) (n) (S-MENU)(Var) () (S-MENU)(Var) (xn) 6 (S-MENU)(MinMax) (minx) (S-MENU)(MinMax) (maxx) Ck-116
ABX y = A + BX SumVarMinMax Reg o = x n xn = xn 1 p = yn y n = = (x o)2 n (x o)2 n 1 (y p)2 n yn 1 = (y p)2 n 1 y B A =. x n n B. xy x. y = n. x 2 (x) 2 r = n. xy x. y {n. x 2 (x) 2 }{n. y 2 (y) 2 } y A m = B n = A + Bx Ck-117
SumSMENUSum x 2 x y 2 y xy x 3 x 2 y x 4 X- X- Y- Y- X- Y- X- X-Y- X- VarSMENUVar n xn xn 1 yn yn 1 X- X- X- Y- Y- Y- MinMaxSMENUMinMax minx maxx miny maxy X- X- Y- Y- Ck-118
RegSMENUReg A B r A B r x y 8 10 7 7 x y x y 10 10 21 15 12 11 24 16 15 12 25 17 16 13 27 18 19 14 30 20 1 2 3Off (A+BX) Ck-119
8 (S-MENU)(Sum) (xy) (S-MENU)(Var) (xn) (S-MENU) (MinMax) (maxy) Ck-120
9 (S-MENU)(Reg) (A) (S-MENU) (Reg)(B) (S-MENU) (Reg)(r) 10 y= 3=? (S-MENU) (Reg)() x=2=? (S-MENU) (Reg)() CX 2 y = A + BX + CX 2 Ck-121
y x x A = B( ) C( 2 ) B = n n n Sxy. Sx 2 x 2 Sx 2 y. Sxx 2 Sxx. Sx 2 x 2 (Sxx 2 ) 2 Sx 2 y. Sxx Sxy. Sxx 2 C = Sxx. Sx 2x 2 (Sxx 2 ) 2 (x) Sxx 2 = x 2 n Sxy = xy (x. y) n Sxx 2 = x (x 3. x 2 ) n Sx 2 x 2 = x 4 (x 2 ) 2 n Sx 2 y = x 2 y (x 2. y) n B + B 2 4C(A y) m1 = 2C B B 2 4C(A y) m2 = 2C n = A + Bx + Cx 2 RegSMENUReg A B C 1 2 A B C x1 x2 y Ck-122
Sum Var MinMax 11 13 7 Ck-119 11 (S-MENU)(Type) (_+CX 2 ) 12 (S-MENU)(Reg) (A) (S-MENU)(Reg) (B) (S-MENU)(Reg) (C) Ck-123
13 y=31=? (S-MENU)(Reg) y=32=? (1) (S-MENU)(Reg) x=2=? (2) (S-MENU)(Reg) () lnx y = A + BlnX e e^x ab A B^X A X^B 1/X y = Ae BX y = AB X y = AX B y = A + B X Ck-124
lnx y B. lnx A = n n. (lnx)y lnx. y B = n. (lnx) 2 (lnx) 2 r = n. (lnx)y lnx. y {n. (lnx) 2 (lnx) 2 }{n. y 2 (y) 2 } y A B m = e n = A + Blnx e ex A = lny B exp(. x) B = r = n n. xlny n. x. lny x 2 (x) 2 n. xlny x. lny {n. x 2 (x) 2 }{n. (lny) 2 (lny) 2 } lny lna m = B n = Ae Bx ab A BX A = lny B exp(. x) B = exp( ) r = n n. xlny n. x. lny x 2 (x) 2 n. xlny x. lny {n. x 2 (x) 2 }{n. (lny) 2 (lny) 2 } lny lna m = lnb n = AB x Ck-125
A XB A = lny B exp(. lnx) B = r = m = e n = Ax B n n. lnxlny n. lnx. lny (lnx) 2 (lnx) 2 n. lnxlny lnx. lny {n. (lnx) 2 (lnx) 2 }{n. (lny) 2 (lny) 2 } ln y ln A B 1X A = y B. x 1 n Sxy B = Sxx r = Sxy Sxx. Syy Sxx = (x 1 ) 2 Syy = y 2 Sxy = (x 1 )y B m = y A B n = A + x (y) 2 n (x 1 ) 2 n x. 1 y n Ck-126
7 Ck-119 14eab (FREQ: OFF) (S-MENU)(Type) (In X) (S-MENU)(Reg) (r) (S-MENU)(Type) (e^x) (S-MENU)(Reg) (r) (S-MENU)(Type) (A B^X) (S-MENU)(Reg) (r) (S-MENU)(Type) (A X^B) (S-MENU)(Reg) (r) (S-MENU)(Type) (1/X) (S-MENU)(Reg) (r) Ck-127
15y = A + Blnx x y 1 29 16 50 235 74 380 103 464 118 489 (ln X) 2 3Off (S-MENU) (Reg)(A) (S-MENU) (Reg)(B) (S-MENU) (Reg)(r) x=80 =? (S-MENU) (Reg)() y=73 =? (S-MENU) (Reg)() Ck-128
16y=Ae Bx x y 1 69 129 198 267 351 214 157 121 85 52 2 3Off (e^x) (S-MENU) (Reg)A (S-MENU) (Reg)(B) (S-MENU) (Reg)(r) x=16 =? (S-MENU) (Reg)() y=20 =? (S-MENU) (Reg)() Ck-129
17y=AB x x y 1 1 0.24 3 4 5 16.2 10 513 2 3Off (A B^X) (S-MENU) (Reg)(A) (S-MENU) (Reg)(B) (S-MENU) (Reg)(r) x = 15 =? (S-MENU) (Reg)() y=102=? (S-MENU) (Reg)() Ck-130
18y=Ax B x y 1 28 2410 30 3033 33 3895 35 4491 38 5717 2 3Off (A X^B) (S-MENU) (Reg)A (S-MENU) (Reg)B (S-MENU) (Reg)(r) x=40=? (S-MENU) (Reg)() y=1000=? (S-MENU) (Reg)() Ck-131
19y = A + B x x y 1 11 18.3 21 9.7 29 6.8 40 4.9 49 4.1 2 3Off (1/X) (S-MENU) (Reg)(A) (S-MENU) (Reg)(B) (S-MENU) (Reg)(r) x=35=? (S-MENU) (Reg)() y=15=? (S-MENU) (Reg)() Ck-132
Reg e ab Ck-133
1 Pol(, Rec( sin(, cos(, tan(, sin 1 (, cos 1 (, tan 1 (, sinh(, cosh(, tanh(, sinh 1 (, cosh 1 (, tanh 1 ( log(, ln(, e^(, 10^(, (, 3 ( Abs( Rnd( 2 x 2, x 3, x 1, x!,, r, g, ^(, x ( % 3 4,, 1, 2 5nPr, ncr 6, e2, 5A, A 2(3), Asin(30) 7+, 2 2 2 x 2 2 3 Ck-134
2 2 = 4 1 2 3 2 4 ( 2) 2 = 4 1 2 3 2 4 6 1 2 = 1.570796327 () 1 (2) = 0.1591549431 () Ck-135
10 24 1 2 3 4 5 1 2 3 4 5 6 7 1 2 2 3 3 4 4 5 5 4 1 2 3 4 5 6 7 StackERROR Ck-136
±1 10 99 ±9.999999999 10 99 0 15 1 1 DEG 0x910 9 sinx RAD 0x1570796327 GRA 0x110 10 DEG 0x910 9 cosx RAD 0x1570796327 GRA 0x110 10 DEG sinx x=2n 190 tanx RAD sinx x=2n 1/2 GRA sinx x=2n 1100 sin 1 x cos 1 x 0x1 tan 1 x 0x999999999910 99 sinhx coshx 0x2302585092 sinh 1 x 0x499999999910 99 cosh 1 x 1x499999999910 99 tanhx 0x999999999910 99 tanh 1 x 0x999999999910 1 Ck-137
logx/lnx 0x999999999910 99 10 x 999999999910 99 x9999999999 e x 999999999910 99 x2302585092 x 0x110 100 x 2 x110 50 1/x x110 100 x0 3 x x110 100 x 0x69(x ) npr ncr Polx, y Recr, θ ^(x y ) x y 0n110 10, 0rn(n, r ) 1 {n!/(n r)!} 110 100 0n110 10, 0rn(n, r ) 1n!/r!110 100 1n!/(n r)! 110 100 x, y999999999910 99 x 2 y 2 999999999910 99 0r999999999910 99 θ: sinx x0: 110 100 y logx100 x0:y0 m x0:yn, 2n+1 (mn ) : 110 100 ylogx100 y0:x0, 110 100 1/xlogy100 y0:x0 y0:x2n1, 2n+1 (m0mn ) m : 110 100 1/xlogy100 Ck-137 ^(x y ) x y 3 x!nprncr Ck-138
P/Y C/Y PM1 PM2 d1 d2 j YR1 1 9999 1 9999 PM1 < PM2 1901 1 1 2099 12 31 1902 1 1 2097 12 30 BOND 1901 1 1 2099 12 31 1902 1 2 2097 12 31 BOND 1 12 n 100MathERROR PV PMT FV MathERROR n0matherror PV PMT FV 100MathERROR NPV 100MathERROR IRR IRR IRR 50MathERROR MathERROR Ck-139 B
PV FV i% MathERROR n > 255MathERROR j > n + 1 (YR1 12)MathERROR YR1 > 12ArgumentERROR PRC RDV0, CPN0MathERROR YLD CPN 0: RDV 0, PRC < 0 MathERROR CPN 0: RDV > 0, PRC < 0 MathERROR Ck-27 Ck-139 Ck-140
MathERROR 0 Ck-137 StackERROR SyntaxERROR InsufficientMEM MEM 89 I 10 10 I I Ck-141
ArgumentERROR YR1>12 Ck-137 1 2 3 Ck-3 4 1CLR 2 All:EXE () 3Yes 4 Ck-142
FC200V G13 LR44TWOWAYPOWER TWOWAY POWER 1 OFF 2 3 4 Ck-143
5 6 1CLR 2 All:EXE () 3Yes 4 Ck-3 FC100V 4AAAR03UM-4 Ck-144
1 OFF 2 3 4 5 6 1CLR 2 All:EXE 3Yes 4 6 Ck-145
FC200V G13 (LR44) 1 3 0 C40 C 122 80 161 105g FC100V AAAR03(UM-4) 1 17000 00002 0 C40 C 137 80 161 110g Ck-146
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