說明書 SAMSUNG ML-1625

[. . . ] < . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 6 . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . JWs . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . Դ: TI. 82 X0 2 3 4 6 7 8 10 11 12 13 14 TI. 82 X`G . . . . . . . . . . . . . . . . . . . . . . . . . . . . . B<Xͨz . . . . . . . . . . . . . . . . . . . . . . . . . . . . . [. . . ] '69 DRAW DRAW ())ݽ Line( (ȓ) ( 2 M) 2. |UXXȓc||9 G #)c
Line( (ȓ)(DRAW DRAW
X 2 M)5$(X1, Y1)` (X2, Y2)XȓD3<g9 Line(X1, Y1, X2, Y2) á 2 9` 3 9\ Line( (ȓ)Ⱦ _V Line(0, 0, 6, 9) : 85ȓ: Line(X1, Y1, X2, Y2, 0) _V۸; Line(2, 3, 4, 6, 0) : 8. 4 DRAW ()0 SCH G`Vȓ '69 Horizontal (G)` Vertical (Vȓ)}|S 6n5ȓV6۸ #) y6 1. '69Ȣ DRAW DRAW ())ݽ Horizontal (G)( 3 M) Vertical (Vȓ)( 4 M) 2. '||5ȓc||UX!B 8ȓG6  á #)c
Horizontal (G)(DRAW DRAW
X 2 9 \ Horizontal (G) Vertical (Vȓ) D)XG 3 M)5 Y=Y (< Horizontal Y Vertical (Vȓ)(DRAW DRAW
X D)XVȓ Vertical X 4 M)5 X=X (< _V Horizontal 7:Vertical 4:Vertical 5 : SCH DRAW ()0 8. 5 ۓ '69}|SnXDXۓV6 ۸ #) y6 1. 'nXDX69Ȣ DRAW DRAW ())ݽ Tangent( (ۓ)( 5 M) 2. #)c
Tangent( (ۓ)(DRAW DRAW
X 5 M)5 X=D (< ) X X<(V Y1 X2)X6Xȓ< Func MODE (D)ߤkX Tangent(<, D) _Vȹ Y1=. 2X3?2X+6 nXDw Tangent(Y1, 3)  Y1 J X=3 DX6Xȓ: 8. 6 DRAW ()0 SCH DD DrawF (D)'!X6DDrawInv (D)'!X6 DXD۸O#)ce<
g9 D DrawF (D)(DRAW DRAW )X 6 M)xf0'!6W^<' X XD6 DrawF < _Vȹ Y1=. 2X3?2X+6 nXDw DrawF Y1?5 Y1 J 0D Y1?5 X6: ۼ: <
D9Ɠ DXD DrawInv (D)(DRAW DRAW
X 8 M)xf0W^ X X<XDXD'!X6 O Func MODE (D) DrawInv < _Vȹ Y1=. 2X3?2X+6 nXDw DrawInv Y1 Y1 J 0JD: SCH DRAW ()0 8. 7 6B Shade( (B)'!6^ X XD6XBK9(E< )ȫB!bnXDߞnXD۸O#) ce<
g9 B6 Shade( (B)(DRAW DRAW
X 7 M)xf0W'!6 ι X XD`DX6J!bD DXBK9ľDbDX!B |nBX|[(19XHD)VnS1|[=1 B5|[=2h5 B|[=3h 5 BV8O| 8|znBX Xleft ( )` Xright (Ǎ )Vn Xleft Xright S Xmin ` Xmax Shade(D, D) Shade(D, D, |[) Shade(D, D, |[, Xleft) Shade(D, D, |[, Xleft, Xright) _V Shade(X3?8X, X?2):Shade(X?2, X3?8X, 2, -2, 5) : 8. 8 DRAW ()0 SCH  '69 Circle( ()}|S6nV 6۸ #) y6 1. '69Ȣ DRAW DRAW ())ݽ Circle( ( ) ( 9 M) 2. <X 6Z  á 29` 39 \ Circle( () G b6Jb WINDOW (k)(5 Circle( ۸ [)WK95 #)c
Circle( ()(DRAW DRAW
X <)ƹX 9 M)ڗ(X, Y)`X (oD Circle(X, Y, X) ۼ: 'c
S Circle( ()۸X35ȭ bW B'!X WINDOW (k)9X_Vۚ WINDOW (k) Circle(0, 0, 7) : SCH DRAW ()0 8. 9 6B[ '69 Text( ([ )}|6B[ Text( ([ ) #) y6 V6 1. '69Ȣ DRAW DRAW ())ݽ Text( ([ ) 2. 9+|3g9 TI. 82 D`۸+'_XB X+DnX'|9++66 \ Text( ([ )Ⱦ G #)c
Text( ([ )(DRAW DRAW )
X 0 M)[ ( TI. 82 D` ! q 6 (ݽ ZStandard)8TI. 82 X#)G9'!X6ۚ WINDOW (k)(_)J#)X  NQ 4. o #)XG Y= e< |3@ Y= e< 6. s ΄6ۜkX a ~ ȹ߾| 9. 2 #) SCH S#) Ժ|nZ#)Wȱ|W #)V <#)ӷ '|#) MODE ()Z | hX7BX# B#) MODE ()  FullScreen (<#)) #) MODE ()ȹ |OS MODE ()# #) #):  b6#)X() MODE ) '; GRAPH (6) TRACE () ZOOM ()0; (k)0!b#)X #):  CALC be<X #)(4 ) Y= e<(4 ) <(2 ) STAT (u)De<(2 ) WINDOW (k)(3 Bù|) '|#)!b#)X _ XȚ#)<#)Vӷ: <#)) MODE ()#) WINDOW FORMAT (k)#) e< TABLE SETUP (<B) SET UP CALCS (Bk) STAT PLOTS (u) ce< Y, u SCH #) 9. 3 S#)() TI. 82X5 DRAW ()5۸ ' MODE () Split () Pxl-On( Pxl-Off( ` Pxl-Change( pxl-Test( s XD30 Pxl-On( , ) DRAW Text ([ )۸ ' MODE () Split () Text( ([ )۸ XD 25 Text( , , "[ ") PRGM Output (cg)۸ ' MODE () Split () Output( (g)۸ XD4 Output( , , "[ ") #)c
B#) MODE () c
B#) MODE ()ce<XNQ
z Jݽ FullScreen (<#)) Split ()Ĺ۸ !B; ۸ MODE ()nJc3 9. 4 #) SCH : TI. 82 X sTI. 82 |, h ĪbY, X ݬ 99 Y 9: ߘ . . . . . . . . . . . . . . . . . . . . . . . . . . . 10. 2 n . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 10. 4 ߽  . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 10. 5 e  . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 10. 6 Gb . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 10. 8 XD:s . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 10. 10 MATRIX MATH ( D:)k . . . . . . . . . . . . . . . . . . . . 10. 12 SCH 10. 1 9: ߘ 99ȺmϴVXY ߘ x + 2y + 3z = 3 ` 2x + 3y + 4z = 3 X TI. 82 |ړߘX Dg9Խ
0 X X kkTX () Γߘ 1. a ~ ~  MATRX EDIT ( e)) 1 ݽe A X A 2. [. . . ] ClrTable Connected CoordOff CoordOn cos D cos D cosM1 D cosM1 D cosh D cosh D coshM1 D coshM1 D I/O ClrHome DADBÅ
EDIT ClrD 8D(I) <
8D (I) I/O ClrTable z Connected B0(I) X$(I) p FORMAT CoordOff p FORMAT X$(I) CoordOn hDX-(F) hDX-(F) hDX-(F) y cos. 1 hDX- y cos. 1 8#) (I) (F) 13. 17 12. 12 13. 17 1. 11 3. 10 3. 10 2. 3 2. 3 2. 3 2. 3 2. 11 2. 11 2. 11 2. 11 2. 6 2. 6 10. 11 2. 6 2. 6 hDX-(F) HYP cosh hDX- HYP cosh (F) hDX- (F) HYP cosh. 1 HYP cosh. 1 MATH 3 Cube(): D3 Cube(): D3 Cube(): 3 Cube root( ): 3D Cube root( ): 3D hDX(F) hDX(F) hDX(F) MATH 3 h (I) hDX (F) hDX (F) MATH 3 MATH 3 MATH 3 SCH < A-3 D`۸<() CubicReg CubicReg XD, YD SET UP CALCS SD CALC DB_ CubicReg (I) 12. 15 12. 15 12. 15 2. 5 2. 5 2. 5 1. 11 2. 13 XD`YD CALC CubicReg _(I) CubicReg XD, YD, FD XD`YD CALC eDFDX_ CubicReg (I) value8Dec (D8Dec) list8Dec (D8Dec) matrix8Dec ( 8Dec) Degree DD6 (I) MATH 8Dec DD6 (I) MATH 8Dec ڽ D6 (I) MATH 8Dec Bz MODE () (I) z Degree y ANGLE Degree notation(zuD): z(F) DependAsk DependAuto det dim D dim length!dim listname (Sz!dim D) {row, col}!dim matrixname ({ , }!dim ) Disp Disp DA, DB, . . . DispGraph DispTable y TblSet DependAsk 7. 5 B<䴬 y TblSet 7. 5 DependAuto (I) h X (F) MATH det 10. 12 hDXSz(F) y D OPS dim 11. 7 h0DX D MATH dim 10. 12, 13 (F) (VUX)a y D OPS dim nDXSz(I) 11. 7 BX< (I) (VUX)a n X (I) MATH dim 10. 13 13. 14 13. 14 13. 15 13. 15 I/O Disp #)(I) DADB. . . (I) I/O Disp I/O 6(I) <(I) DispGraph I/O DispTable A-4 < SCH Division(8): DADB hDA8DB(F) hD8D Division(8): DD (F) 2. 3 2. 3 2. 3 Division(8): DD hD8D (F) Division(8): DADB hDA8DB answer8DMS ((8DMS) Dot DrawF < DrawInv < DS<(, D) :QA : Q e^ e^D Else End (F) 2. 3 DMS ((I) y ANGLE 8DMS 2. 14 B0(I) '!6< ( X)(I) '!X Func MODE 6<( X)X (I) V<D
1 JǛQA(I) h e X(F) h e XXD (F) z Dot y DRAW DRAW DrawF y DRAW DRAW DrawInv CTL DS<( y ex y ex 1. 11 8. 7 8. 7 13. 10 2. 4 2. 4 ˖ If:Then:Else While For Repeat If-Then-Else ~X (I) BuDX MODE ()(I) VDA = DBh 1 VDA DB h 0(F) VDAX = D VDAX Bh 1  DBh 0 (F) CTL End 13. 9 z Eng y TEST TEST = y TEST TEST = 2. 15 1. 10 2. 15 Eng Equal(b): DA=DB Equal(b): DA=DB Equal(b): A= B V AX = y TEST TEST Bh1V AX =  Bh 0 (F) 10. 11 SCH < A-5 D`۸<() Exponent(D): DED Exponent(D): DED Exponent(D): ED ExpReg ExpReg XD, YD ExpReg XD, YD, FD hD, 10 XD y EE (F) 1. 7 1. 7 1. 7 12. 16 12. 16 12. 16 2. 12 2. 12 10. 13 11. 8 1. 10 1. 10 2. 6 2. 6 hD, 10 X y EE D (F) h , 10 X y EE D (F) SET UP CALCS SD CALC DBD_ ExpReg (I) XD`YD CALC ExpReg D_(I) XD`YD CALC eDFDXD_ ExpReg (I) Factorial( , ): D! [. . . ]