fx-570es fx-991es Ïäçãßåò ñþóçò http://world.casio.com/edu/
sin 1 D s 1s(sin 1 )1= 19(CLR)3(All)=(Yes)
1N(SETUP)c5(]CONT') dot LCD screen. { STAT
1N1(MthIO) 1N2(LineIO) c f
1N3(Deg) 1N4(Rad) 1N5(Gra) 1N6(Fix)0 9 1N7(Sci)0 9 1N8(Norm)1(Norm1) 2(Norm2) Norm1: 10 2 > x, x > 10 10 Norm2: 10 9 > x, x > 10 10 1Nc1(ab/c) 1Nc2(d/c) 1Nc3(STAT)1(ON) 1Nc3(STAT)2(OFF)
1Nc4(Disp)1(Dot) 1Nc4(Disp)2(Comma) 2(5+4)- 2*y3= s30)=
2 sin(30), 2 '(3), 1111 + 2222 + 3333 + 444
369*13 Y 2 369**12 dd Y c60) dddd s c60) dddy s c60) dddd s
14/0*2=. d1 = ' 1'(() & 1l($) 1i(%)! 1!(#) w, W E 6 16(") D 263 e+1
1 + '2 + 3 (1 + 2 ) 2 2 = 5 ' 1Y(INS) 1+!2 e+3 (1+'2c5e) w*2= ' '! & 16(") You can also incorporate values into the following fun 1l($), 1i(%),!, 6, 1!(#), D
on r '2!2e+!81= on r '2 '2 +'8 = 3'2!2e+!8= sin (60) = '3 2 1 sin 1 (0.5) = π 6 ' ' ' s60= 1s(sin 1 )0.5= x < 9 10 9 x < 20π
x < 10000 ' 2'3 4 = 8'3 35'2 3 = 148.492424 (= 105'2) 150'2 = 8.485281374 25 2 (3 2'5 ) = 6 4'5 23 (5 2'3 ) = 35.32566285 (= 115 46'3 ) 10'2 + 15 3'3 = 45'3 + 10'2 15 (10'2 + 3'3 ) = 290.0743207 (= 45'3 + 150'2 ) '2 + '3 + '8 = '3 + 3'2 '2 + '3 + '6 = 5.595754113 ' ' ' ' a'b + d'e a 'b + d 'e c f c '3 '2 10'3 + 11'2 + = 11 10 110 (1 + '2 + '3 )(1 '2 '3 )(= 4 2'6 ) = 8.898979486 on r '2
7*8-4*5= FIX SCI (2+3)* (4-1= 7 1 2 3 3 ('7c3) (1'(()2e1c3) (7'3) 2 1 7 <#001> + = 3 2 6 1 2 11 <#002> 3 + 1 = 4 4 3 12 1 1 4 3 = 2 2 (2'1'3)
b d ( a c c ) f }e }e }e
3+3SW(:)3*3 = Disp = 1+1= 2+2= 3+3= f f
/30= 123 + 456 = 579 789 579 = 210 3*4= 123+456= 789-G=
23 + 9 = 32 23+9m 53 6 = 47 53-6m )45 2 = 90 45*21m(M ) 99 3 = 33 99/3m ) 22 tm(m) 01t(STO)m 3+51t(STO)y(A) ty(a) variable B Sy(A)*Se(B)=
(15(π)) (S5(e))
(15(π)/2) 1G(DRG')2(r)= & & nctions X 2, X 3, X 1, X^, '(, 3 '(, ^'( 501G(DRG') 3( g )=
on r '2 on r '2
200/7*14= 1N6(Fix)3 FIX 200/7= FIX *14= FIX 200/7= FIX d 10(Rnd)= FIX *14= FIX
d π a b π c c '5c6= ' STAT STAT
STAT 123.45 STAT = STAT e
variables.
o
o p
m n m n m m n
y = A + X B 1 2 f(x) = x 2 +
' '
,, ' mnmn ' y2w= 2 2 = 4 (y2)w= ( 2) 2 = 4 1/215(π)= 1 2π = 1.570796327 1/(215(π))= 1 (2π) = 0.1591549431 1 2 3 4 5 1 2 3 4 5 6 7 1 2 3 4 5 2 3 4 5 1 2 3 4 4 5 6 7
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sin 1 D s
1s(sin 1 )1= 19(CLR)3(All)=(Yes) 1N(SETUP)c5(]CONT')
dot LCD screen. { STAT
1N1(MthIO) 1N2(LineIO) c f 1N3(Deg) 1N4(Rad) 1N5(Gra)
1N6(Fix)0 9 1N7(Sci)0 9 1N8(Norm)1(Norm1) 2(Norm2) Norm1: 10 2 > x, x > 10 10 Norm2: 10 9 > x, x > 10 10 1Nc1(ab/c) 1Nc2(d/c) 1Nc3(STAT)1(ON) 1Nc3(STAT)2(OFF) 1Nc4(Disp)1(Dot) 1Nc4(Disp)2(Comma)
2(5+4)- 2*y3= ' ' s30)= 2 sin(30), 2 '(3),
1111 + 2222 + 3333 + 444
369*13 Y 2 369**12 dd Y c60) dddd s c60) dddy s c60) dddd s 14/0*2=.
d1 = ' 1'(() & 1l($) 1i(%)! 1!(#) w, W E 6 16(") 17(F) 1&(8) D 263 e+1
1 + '2 + 3 1+!2 e+3 (1 + 2 ) 2 2 = 5 (1+'2c5e) w*2=! ' ' 1Y(INS) ' & 16(")
7 17(F) 1&(8) You can also incorporate values into the following fun 1l($), 1i(%),!, 6, 1!(#), D on r '2 '2 +'8 = 3'2!2e+!8=!2e+!81= on r '2 sin (60) = '3 2 s60= 1 sin 1 (0.5) = π 6 ' '
' 2'3 4 = 8'3 35'2 3 = 148.492424 (= 105'2) ' x < 9 10 9 x < 20π x < 10000 ' 150'2 = 8.485281374 25 2 (3 2'5 ) = 6 4'5 23 (5 2'3 ) = 35.32566285 (= 115 46'3 ) 10'2 + 15 3'3 = 45'3 + 10'2 15 (10'2 + 3'3 ) = 290.0743207 (= 45'3 + 150'2 ) '2 + '3 + '8 = '3 + 3'2 '2 + '3 + '6 = 5.595754113 ' ' ' a'b + d'e a 'b + d 'e c f c '3 '2 10'3 + 11'2 + = 11 10 110
(1 + '2 + '3 )(1 '2 '3 )(= 4 2'6 ) = 8.898979486 on r '2 FIX SCI 7*8-4*5= (2+3)* (4-1= 7 1 2 3 3 ('7c3) (1'(()2e1c3)
(7'3) (2'1'3) 2 1 7 <#001> + = 3 2 6 1 2 11 <#002> 3 + 1 = 4 4 3 12 1 1 4 3 = 2 2 b d ( a c c ) f }e }e }e
3+3SW(:)3*3 = = 1+1= 2+2= 3+3= f Disp
f
123 + 456 = 579 789 579 = 210 3*4= /30= 123+456= 789-G=
23 + 9 = 32 23+9m 53 6 = 47 53-6m )45 2 = 90 45*21m(M ) 99 3 = 33 99/3m ) 22 tm(m) 01t(STO)m 3+51t(STO)y(A) ty(a) variable B Sy(A)*Se(B)=
3*Sy(A) s 5= s (=) 10=
ATH Sf(Y)Ss(=)Sy(A) S)(X)w+Se(B) 1)(,)S)(X) 1s(SOLVE) 0= 1= y2= = Current value of X
(15(π)) (S5(e))
(15(π)/2) 1G(DRG')2(r)= 501G(DRG') 3( g )= & & X^, '(, 3 '(, ^'(
S S b c b f(x)dx = a f(x)dx + ( a f(x)dx) c
on r '2 on r '2
200/7*14= 200/7= d FIX 10(Rnd)= *14= π (sinx + cosx ) 2 0 dx = π e = Σ 1 n = 0 n! FIX FIX 1N6(Fix)3 200/7= *14= FIX FIX FIX
d π a b π c c '5c6= '
2+3i CMPLX 51y( )30 CMPLX MATH 2*(!3e+i)= MATH!2e1y( )45= CMPLX CMPLX
MATH 2*(!3e+i)= 1+i= CMPLX CMPLX of the format Z = +. 1w(Abs); 12(CMPLX)1(arg)
STAT STAT STAT 123.45 e = STAT STAT
o 1 P( 2 Q( 3 R( 4 ' t P (t) Q (t) R (t) 0 t 0 t 0 t
o p
m n m n m m n y = A + X B
{A} y {B} e {C} w 13(BASE) c {D} s E c F t 0000000000000000 < x < 0111111111111111 e 1000000000000000 < x < 1111111111111111 : 00000000000 < x < 17777777777 e: 20000000000 < x < 37777777777 2147483648 < x < 2147483647 00000000 < x < 7FFFFFFF : 80000000 < x < FFFFFFFF
Ab13(BASE)c1(d)3
c f MAT e(matb) y(mata) e(matb) w(matc)
Στοιχείο του μενού Για να : 1 Dim Επιλέξετε έναν πίνακα (MatA, MatB, MatC) και για να καθορίσετε τη διάστασή του 2 Data Επιλέξετε έναν πίνακα (MatA, MatB, MatC) για να εμφανιστούν τα δεδομένα του στην οθόνη επεξεργασίας πίνακα. 3 MatA Εισαγωγή MatA 4 MatB Εισαγωγή MatB 5 MatC Εισαγωγή MatC 6 MatAn Εισαγωγή MatAns 7 det Εισαγωγή det (ορίζουσα) 8 Trn Εισαγωγή Trn (αντιστροφή πίνακα) MatA = 2 1 1 1 MatB = 2 1 1 2. MatA = 2 1, MatC = 1 0 1. 1 1 0 1 1 1 2 f(x) = x 2 +
VCT
VCT
' ',, ' mnmn ' y2w= 2 2 = 4 (y2)w= ( 2) 2 = 4
Example: 1 1/2i= 1 2i = i 2 1/(2i)= 1 (2i) = 1 i 2 1 2 3 4 5 1 2 3 4 5 6 7 1 2 3 4 5 2 3 4 5 1 2 3 4 4 5 6 7
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