HP 48gII Graphing Calculator Manual do Utilizador Página 353
- Página / 864
- Índice
- MARCADORES
Avaliado. / 5. Com base em avaliações de clientes
Page 11-27
previous section. The procedure for the case of “dividing” b by A is
illustrated below for the case
2x
1
+ 3x
2
–5x
3
= 13,
x
1
– 3x
2
+ 8x
3
= -13,
2x
1
– 2x
2
+ 4x
3
= -6,
The procedure is shown in the following screen shots:
The same solution as found above with the inverse matrix.
Solving multiple set of equations with the same coefficient matrix
Suppose that you want to solve the following three sets of equations:
X +2Y+3Z = 14, 2X +4Y+6Z = 9, 2X +4Y+6Z = -2,
3X -2Y+ Z = 2, 3X -2Y+ Z = -5, 3X -2Y+ Z = 2,
4X +2Y -Z = 5, 4X +2Y -Z = 19, 4X +2Y -Z = 12.
We can write the three systems of equations as a single matrix equation: A⋅X
= B, where
,,
124
123
321
)3()2()1(
)3()2()1(
)3()2()1(
=
−
−=
ZZZ
YYY
XXX
XA
.
12195
252
2914
−
−
=B
- Printing History 2
- Preface 3
- Table of contents 5
- Page TOC-2 6
- Page TOC-3 7
- Page TOC-4 8
- Page TOC-5 9
- Page TOC-6 10
- Chapter 9 - Vectors, 9-1 11
- Page TOC-8 12
- Page TOC-9 13
- Page TOC-10 14
- Chapter 12 - Graphics 15
- Page TOC-12 16
- Page TOC-13 17
- Page TOC-14 18
- Page TOC-15 19
- Page TOC-16 20
- Page TOC-17 21
- Page TOC-18 22
- Page TOC-19 23
- Page TOC-20 24
- Page TOC-21 25
- Appendices 26
- Page Note-1 27
- Page Note-2 28
- Page Note-3 29
- Chapter 1 30
- Getting started 30
- Page 1-2 31
- Page 1-3 32
- Page 1-4 33
- Page 1-5 34
- The TOOL menu 35
- Setting time and date 36
- Page 1-8 37
- Page 1-9 38
- Page 1-10 39
- Page 1-11 40
- Selecting calculator modes 41
- Operating Mode 42
- Page 1-14 43
- Page 1-15 44
- Page 1-16 45
- Page 1-17 46
- Page 1-18 47
- Page 1-19 48
- Page 1-20 49
- Page 1-21 50
- Angle Measure 51
- Coordinate System 51
- )cos( yxrrx +=⋅= θ 52
- Page 1-24 53
- Selecting CAS settings 54
- Selecting Display modes 54
- Selecting the display font 55
- Page 1-27 56
- Page 1-28 57
- Selecting the clock display 58
- Chapter 2 59
- Introducing the calculator 59
- Page 2-2 60
- Mean: 23.2, the word 61
- Page 2-4 62
- Page 2-5 63
- Page 2-6 64
- Page 2-7 65
- Page 2-8 66
- Page 2-9 67
- Page 2-10 68
- Page 2-11 69
- Page 2-12 70
- Page 2-13 71
- Page 2-14 72
- Page 2-15 73
- Page 2-16 74
- Page 2-17 75
- Page 2-18 76
- Page 2-19 77
- Page 2-20 78
- Page 2-21 79
- Page 2-22 80
- Page 2-23 81
- Page 2-24 82
- Page 2-25 83
- Page 2-26 84
- Page 2-27 85
- Summations 86
- Page 2-29 87
- Page 2-30 88
- Page 2-31 89
- )cos()sin()sin( 90
- Page 2-33 91
- The HOME directory 92
- The CASDIR sub-directory 93
- Page 2-36 94
- Page 2-37 95
- Creating subdirectories 96
- Page 2-39 97
- Page 2-40 98
- Page 2-41 99
- Moving among subdirectories 100
- Deleting subdirectories 100
- Page 2-43 101
- Page 2-44 102
- Page 2-45 103
- Variables 104
- Page 2-47 105
- Page 2-48 106
- Page 2-49 107
- Page 2-50 108
- Checking variables contents 109
- Page 2-52 110
- Page 2-53 111
- Copying variables 112
- Page 2-55 113
- Page 2-56 114
- Page 2-57 115
- Page 2-58 116
- Deleting variables 117
- Page 2-60 118
- UNDO and CMD functions 119
- Page 2-62 120
- Page 2-63 121
- Other flags of interest 122
- CHOOSE boxes vs. Soft MENU 123
- Selected CHOOSE boxes 124
- Page 2-67 125
- Chapter 3 126
- Calculation with real numbers 126
- Real number calculations 127
- The inverse function 128
- Using parentheses 129
- Absolute value function 129
- Squares and square roots 129
- Powers and roots 130
- Trigonometric functions 131
- Page 3-7 132
- Page 3-8 133
- Page 3-9 134
- Page 3-10 135
- Real number functions 136
- Page 3-12 137
- Page 3-13 138
- Special functions 139
- )](ln[)( xx Γ= 140
- Calculator constants 141
- Operations with units 142
- Available units 143
- Page 3-19 144
- Page 3-20 145
- Converting to base units 146
- Attaching units to numbers 147
- Page 3-23 148
- Page 3-24 149
- Page 3-26 151
- Units manipulation tools 152
- Page 3-28 153
- Page 3-29 154
- Page 3-30 155
- Special physical functions 156
- Function ZFACTOR 157
- Function F0λ 157
- Function SIDENS 158
- Function TDELTA 158
- Function TINC 158
- Defining and using functions 159
- Page 3-35 160
- Page 3-36 161
- Page 3-37 162
- = -1. The complex 163
- . The complex 163
- Entering complex numbers 164
- Page 4-3 165
- Page 4-4 166
- The CMPLX menus 167
- Page 4-6 168
- Page 4-7 169
- Functions from the MTH menu 170
- Page 4-9 171
- Chapter 5 172
- Page 5-2 173
- Functions in the ALG menu 174
- Page 5-4 175
- Page 5-5 176
- Page 5-6 177
- Page 5-7 178
- Page 5-8 179
- Page 5-9 180
- INTEGER menu 181
- POLYNOMIAL menu 182
- MODULO menu 183
- Modular arithmetic 183
- Page 5-13 184
- Page 5-14 185
- Page 5-15 186
- Page 5-16 187
- Page 5-17 188
- Polynomials 189
- Page 5-19 190
- Page 5-20 191
- Page 5-21 192
- Page 5-22 193
- Page 5-23 194
- Fractions 195
- Page 5-25 196
- Page 5-26 197
- UNITS convert menu 198
- BASE convert menu (Option 2) 199
- Page 5-29 200
- Page 5-30 201
- Chapter 6 202
- Solution to single equations 202
- Function SOLVE 203
- Page 6-3 204
- Function SOLVEVX 205
- Function ZEROS 205
- Numerical solver menu 206
- Polynomial Equations 207
- Page 6-7 208
- Page 6-8 209
- Financial calculations 210
- End is highlighted 211
- Page 6-11 212
- Page 6-13 214
- 1. Solve equation.. solve 215
- Page 6-15 216
- Page 6-16 217
- Page 6-17 218
- Page 6-18 219
- Page 6-19 220
- Page 6-20 221
- Page 6-21 222
- Page 6-22 223
- Page 6-23 224
- Page 6-24 225
- Page 6-25 226
- Page 6-26 227
- The SOLVE soft menu 228
- The SOLVR sub-menu 229
- Page 6-29 230
- The DIFFE sub-menu 231
- The POLY sub-menu 231
- The SYS sub-menu 232
- The TVM sub-menu 232
- Page 6-32 233
- Page 6-33 234
- Chapter 7 235
- Solving multiple equations 235
- { ‘t = (x-x0)/(COS(θ0)*v0)’ 236
- Page 7-3 237
- Page 7-4 238
- Page 7-5 239
- Page 7-6 240
- Page 7-7 241
- Page 7-8 242
- Page 7-9 243
- Page 7-10 244
- Page 7-11 245
- Page 7-12 246
- Page 7-13 247
- Page 7-14 248
- Page 7-15 249
- 53.1301023541 250
- Page 7-17 251
- Page 7-18 252
- Page 7-19 253
- Page 7-20 254
- Page 7-21 255
- Chapter 8 256
- Operations with lists 256
- Page 8-2 257
- Changing sign 258
- Page 8-4 259
- Page 8-5 260
- Page 8-6 261
- Lists of complex numbers 262
- Lists of algebraic objects 263
- The MTH/LIST menu 263
- Page 8-9 264
- List size 265
- Element position in the list 266
- HEAD and TAIL functions 266
- The SEQ function 266
- The MAP function 267
- Page 8-13 268
- Applications of lists 269
- Harmonic mean of a list 270
- Geometric mean of a list 271
- Weighted average 272
- Statistics of grouped data 273
- Page 8-19 274
- Page 8-20 275
- Chapter 9 276
- Entering vectors 277
- Page 9-3 278
- Page 9-5 280
- @→STK@@ @GOTO@ 280
- → keys are selected 280
- Building a vector with ARRY 281
- Page 9-7 282
- Page 9-8 283
- The MTH/VECTOR menu 285
- Magnitude 286
- Dot product 286
- Cross product 286
- Decomposing a vector 287
- Changing coordinate system 288
- Page 9-14 289
- Page 9-15 290
- Resultant of forces 291
- Angle between vectors 291
- Moment of a force 292
- Equation of a plane in space 293
- Page 9-19 294
- Function LIST 295
- Function ARRY 296
- Function DROP 296
- Page 9-22 297
- Page 9-23 298
- Page 9-24 299
- Page 9-25 300
- Chapter 10 301
- Using the Matrix Writer 302
- Page 10-3 303
- Page 10-4 304
- Page 10-5 305
- Functions GET and PUT 306
- Functions GETI and PUTI 306
- Page 10-7 307
- Function TRN 308
- Function CON 308
- Function IDN 309
- Function RDM 310
- Function RANM 311
- Function SUB 311
- Function REPL 312
- Function →DIAG 313
- Function 313
- Function VANDERMONDE 314
- Function HILBERT 314
- Page 10-15 315
- Page 10-16 316
- Page 10-17 317
- Function →COL 318
- Function COL→ 319
- Function COL+ 320
- Function COL 320
- Function CSWP 321
- Function →ROW 322
- Function ROW→ 323
- Function ROW+ 324
- Function ROW 324
- Function RSWP 325
- Function RCI 325
- Function RCIJ 326
- Chapter 11 327
- Addition and subtraction 328
- Multiplication 328
- Page 11-3 329
- .,,2,1;,,2,1 330
- Page 11-5 331
- Page 11-6 332
- Function ABS 333
- Function SNRM 333
- Functions RNRM and CNRM 334
- Function SRAD 335
- Function COND 335
- Function RANK 336
- Function DET 337
- Page 11-12 338
- Page 11-13 339
- Function TRAN 340
- Function AXL 341
- Function AXM 341
- Function LCXM 341
- Solution of linear systems 342
- Page 11-17 343
- Page 11-18 344
- Page 11-19 345
- Page 11-20 346
- Page 11-21 347
- Page 11-22 348
- Page 11-23 349
- Page 11-24 350
- Page 11-25 351
- Page 11-26 352
- Page 11-27 353
- Page 11-28 354
- Page 11-29 355
- Page 11-30 356
- Page 11-31 357
- Page 11-32 358
- Page 11-33 359
- Page 11-34 360
- Page 11-35 361
- Page 11-36 362
- Page 11-37 363
- Page 11-38 364
- Page 11-39 365
- Page 11-40 366
- Page 11-41 367
- AAUG 367
- Page 11-42 368
- Page 11-43 369
- Eigenvalues and eigenvectors 370
- Function EGVL 371
- Function EGV 372
- Function JORDAN 373
- Function MAD 373
- Matrix factorization 374
- Function LU 375
- Function SCHUR 376
- Matrix Quadratic Forms 377
- The QUADF menu 378
- Page 11-53 379
- Linear Applications 380
- Function KER 381
- Function MKISOM 381
- Chapter 12 382
- Graphics 382
- Page 12-2 383
- Page 12-3 384
- Page 12-4 385
- Page 12-5 386
- Page 12-6 387
- Page 12-7 388
- Page 12-8 389
- . Type LN(X). Press ` to 390
- Page 12-10 391
- The PPAR variable 392
- Page 12-12 393
- Page 12-13 394
- Page 12-14 395
- Page 12-15 396
- Page 12-16 397
- Page 12-17 398
- The TPAR variable 399
- Plots in polar coordinates 400
- Page 12-20 401
- Plotting conic curves 402
- Page 12-22 403
- Parametric plots 404
- Page 12-24 405
- Page 12-25 406
- Page 12-26 407
- Page 12-27 408
- Page 12-28 409
- Truth plots 410
- Bar plots 411
- TYPE to Bar 412
- V-View: 0 5 412
- Scatter plots 413
- H-View: 0 6, V-View: 0 6 414
- H-View: 0 7, V-View: 0 7 414
- Slope fields 415
- Fast 3D plots 416
- Page 12-36 417
- Wireframe plots 418
- Page 12-38 419
- Ps-Contour plots 420
- TYPE to Ps-Contour 421
- Y-Slice plots 422
- Gridmap plots 423
- Pr-Surface plots 424
- Interactive drawing 425
- DOT+ and DOT 426
- Page 12-46 427
- Page 12-47 428
- Page 12-48 429
- ZFACT, ZIN, ZOUT, and ZLAST 430
- ZDFLT, ZAUTO 431
- HZIN, HZOUT, VZIN and VZOUT 431
- The SYMBOLIC menu and graphs 432
- The SYMB/GRAPH menu 433
- Page 12-53 434
- Function DRAW3DMATRIX 435
- Chapter 13 436
- Calculus Applications 436
- )(lim xf 437
- The DERIV&INTEG menu 438
- Page 13-4 439
- Page 13-5 440
- The chain rule 441
- Derivatives of equations 441
- Application of derivatives 442
- Page 13-8 443
- Function DOMAIN 444
- Function TABVAL 444
- Function SIGNTAB 445
- Function TABVAR 445
- Page 13-11 446
- Page 13-12 447
- Higher order derivatives 448
- CxFdxxf += 449
- ),()()( aFbFdxxf 450
- Page 13-16 451
- Page 13-17 452
- Integrating an equation 453
- Techniques of integration 453
- −= vduuvdudv )( . Since by 454
- −= vduuvudv 454
- Page 13-20 455
- Integration with units 456
- Page 13-22 457
- Infinite series 458
- ).()()( xRxPxf 459
- Page 13-26 461
- Chapter 14 462
- Page 14-2 463
- Higher-order derivatives 464
- ⋅(∂z/∂y) + (dx/dt)⋅(∂z/∂x) 465
- (∂z/∂x)⋅dx + (∂z/∂y)⋅dy 466
- Page 14-6 467
- Page 14-7 468
- Multiple integrals 469
- 470
- Page 14-10 471
- [] [] [] [] 472
- Page 15-2 473
- Potential of a gradient 474
- Divergence 475
- Laplacian 475
- [] [] [] 476
- Vector potential 477
- Page 15-7 478
- Chapter 16 479
- Differential Equations 479
- Page 16-2 480
- Page 16-3 481
- The CALC/DIFF menu 482
- Function LDEC 483
- Page 16-6 484
- Function DESOLVE 485
- .)3/exp(5)3/exp()( 486
- Exact expressions, ‘y(0) 487
- Laplace Transforms 488
- .)()())(*( 489
- Laplace transform theorems 490
- Page 16-13 491
- )})(*{()()( 492
- =− ).()()( 493
- = .0.1)( dxxδ 493
- Page 16-16 494
- Delta(5)’ 495
- Page 16-18 496
- Page 16-19 497
- Page 16-20 498
- Page 16-21 499
- )3()3sin(sincos)( 500
- −⋅−+⋅+⋅= tHttCtCoty 500
- Indep is set to ‘X’ 501
- .)3(sinsincos)( 503
- ⋅⋅−⋅+⋅+⋅= dueuHttCtCoty 503
- Page 16-26 504
- Fourier series 505
- Function FOURIER 506
- Page 16-29 507
- Page 16-30 508
- Page 16-31 509
- += 0)0,,( cckXF 510
- Page 16-33 511
- Page 16-34 512
- Page 16-35 513
- Page 16-36 514
- Page 16-37 515
- Page 16-38 516
- Page 16-39 517
- Page 16-40 518
- Page 16-41 519
- Page 16-42 520
- Fourier Transforms 521
- Page 16-44 522
- Page 16-45 523
- Fourier sine transform 524
- Page 16-47 525
- Page 16-48 526
- Page 16-49 527
- Examples of FFT applications 528
- Page 16-51 529
- Page 16-52 530
- =+⋅−+ bnan 531
- Legendre’s equation 532
- Bessel’s equation 533
- Page 16-56 534
- ⋅x), where i is 535
- Laguerre’s equation 536
- Page 16-59 537
- Page 16-60 538
- Page 16-61 539
- Page 16-62 540
- Page 16-63 541
- Page 16-64 542
- Page 16-65 543
- Page 16-66 544
- Page 16-67 545
- Page 16-68 546
- Page 16-69 547
- Function RKF 548
- Function RRK 549
- Function RKFSTEP 550
- Function RRKSTEP 551
- Function RKFERR 552
- Function RSBERR 552
- Page 16-75 553
- Chapter 17 554
- Probability Applications 554
- Random numbers 555
- Page 17-3 556
- Binomial distribution 557
- Poisson distribution 558
- The gamma distribution 559
- The exponential distribution 560
- The beta distribution 560
- The Weibull distribution 560
- Page 17-8 561
- Normal distribution pdf 562
- Normal distribution cdf 563
- The Student-t distribution 564
- The Chi-square distribution 564
- The F distribution 565
- Page 17-13 566
- Page 17-14 567
- Page 17-15 568
- Page 17-16 569
- Page 17-17 570
- Page 17-18 571
- Chapter 18 572
- Statistical Applications 572
- Sample 573
- Page 18-3 574
- Median: 2.15 575
- Type: Population in the 576
- Page 18-6 577
- Page 18-7 578
- Page 18-8 579
- Page 18-9 580
- Page 18-10 581
- Page 18-11 582
- Page 18-12 583
- Calculation of percentiles 585
- The STAT soft menu 586
- The ΣPAR sub-menu 587
- The 1VAR sub menu 587
- The PLOT sub-menu 588
- The FIT sub-menu 589
- The SUMS sub-menu 589
- Page 18-19 590
- '1.5+2*X' 591
- Intercept: 1.5, Slope: 2 591
- Page 18-21 592
- Confidence intervals 593
- Definitions 594
- Page 18-24 595
- Page 18-25 596
- Page 18-26 597
- Page 18-27 598
- Page 18-28 599
- Page 18-29 600
- Page 18-30 601
- Page 18-31 602
- Page 18-32 603
- Page 18-33 604
- Hypothesis testing 605
- Errors in hypothesis testing 606
- Page 18-36 607
- Page 18-37 608
- Page 18-38 609
- Page 18-39 610
- Paired sample tests 611
- Page 18-41 612
- Page 18-42 613
- Page 18-43 614
- Page 18-44 615
- Page 18-45 616
- Page 18-46 617
- Page 18-47 618
- Page 18-48 619
- The method of least squares 620
- Page 18-50 621
- Prediction error 622
- Page 18-52 623
- P-value < α 624
- 5.2427905694150.0)15()1( 625
- Page 18-55 626
- Multiple linear fitting 627
- Page 18-57 628
- Polynomial fitting 629
- Page 18-59 630
- Page 18-60 631
- Page 18-61 632
- Selecting the best fitting 633
- Page 18-63 634
- Page 18-64 635
- Chapter 19 636
- Numbers in Different Bases 636
- Page 19-2 637
- Page 19-3 638
- ! is 638
- Wordsize 639
- The LOGIC menu 640
- The BIT menu 641
- The BYTE menu 641
- Page 19-7 642
- Chapter 20 643
- Page 20-2 644
- Page 20-3 645
- Page 20-4 646
- Customizing the keyboard 647
- Operating user-defined keys 648
- Page 20-7 649
- Chapter 21 650
- [']~„gK 651
- Page 21-3 652
- Global Variable Scope 653
- The PRG menu 654
- Functions listed by sub-menu 655
- Page 21-7 656
- Page 21-8 657
- Shortcuts in the PRG menu 658
- Page 21-10 659
- Page 21-11 660
- Page 21-13 662
- },...,,,{ 663
- Page 21-15 664
- Page 21-16 665
- Page 21-17 666
- * SQ * 2 * SWAP SQ SWAP / » 667
- Page 21-19 668
- ⋅⋅⋅ SSSQS 669
- Prompt with an input string 670
- :a:35 in stack level 1 671
- INPUT OBJ→ → a 671
- ‘2*a^2+3‘ » » 671
- ‘2*a^2+3’ » which uses the 672
- <!> Interrupted 672
- Page 21-24 673
- « ‘2*a^2+3‘ NUM » » 673
- V T ‘(1.662902_J/K)*(T/V)’ » 674
- Page 21-26 675
- Input through input forms 676
- Page 21-28 677
- Page 21-29 678
- MSGBOX END » 679
- Creating a choose box 680
- Page 21-32 681
- Tagging a numerical result 682
- Examples of tagged output 683
- Using a message box 686
- Page 21-38 687
- « V T n 687
- Page 21-39 688
- STR ‚Õ ‚ë ™+ 688
- Page 21-40 689
- Page 21-41 690
- « », and some steps 690
- Page 21-42 691
- Relational operators 692
- Logical operators 693
- Page 21-45 694
- Branching with IF 695
- Page 21-47 696
- Page 21-48 697
- Page 21-49 698
- Page 21-50 699
- The CASE construct 700
- Page 21-52 701
- Program loops 702
- Page 21-54 703
- Page 21-55 704
- « - start subprogram) 704
- Page 21-56 705
- Page 21-57 706
- Page 21-58 707
- The FOR construct 708
- 1 0 START 1 1 STEP 709
- The DO construct 710
- The WHILE construct 711
- Page 21-63 712
- Errors and error trapping 713
- LASTARG 714
- Sub-menu IFERR 714
- Page 21-66 715
- « → X ‘2.5-3*X^2’ » 715
- Page 21-67 716
- Chapter 22 717
- Page 22-2 718
- Page 22-3 719
- Page 22-4 720
- Page 22-5 721
- Page 22-6 722
- Page 22-7 723
- Page 22-8 724
- Page 22-9 725
- Page 22-10 726
- Page 22-11 727
- Page 22-12 728
- Page 22-13 729
- Two-dimensional graphics 730
- Three-dimensional graphics 731
- The variable EQ 731
- Page 22-16 732
- Page 22-17 733
- Page 22-18 734
- Page 22-19 735
- Page 22-20 736
- Page 22-21 737
- PIX?, PIXON, and PIXOFF 738
- Page 22-23 739
- Page 22-24 740
- Pixel coordinates 741
- Animating graphics 742
- Page 22-27 743
- Page 22-28 744
- LIST ³ ~~wlist~ K 744
- Page 22-29 745
- Graphic objects (GROBs) 746
- The GROB menu 747
- Page 22-32 748
- Page 22-33 749
- Page 22-34 750
- Page 22-35 751
- Modular programming 752
- Running the program 752
- Page 22-37 753
- { 25 75 50 } [ENTER] 754
- Page 22-39 755
- Page 22-40 756
- Page 22-41 757
- Chapter 23 758
- Character strings 758
- String concatenation 759
- The CHARS menu 759
- The characters list 760
- Page 23-4 761
- S, or ~‚s. Some 761
- Chapter 24 762
- Calculator objects and flags 762
- Page 24-2 763
- Calculator flags 764
- User flags 765
- Chapter 25 766
- Date and Time Functions 766
- Browsing alarms 767
- Calculations with dates 768
- Calculating with times 769
- Alarm functions 769
- Chapter 26 770
- Managing memory 770
- Checking objects in memory 771
- Backup objects 772
- Page 26-4 773
- Using data in backup objects 774
- Using libraries 775
- Backup battery 776
- Page 26-8 777
- Appendix A 778
- Using input forms 778
- Page A-2 779
- Page A-3 780
- Page A-4 781
- Appendix B 782
- The calculator’s keyboard 782
- Page B-2 783
- Main key functions 784
- Alternate key functions 785
- Left-shift functions 786
- Page B-6 787
- Page B-7 788
- Right-shift functions 789
- ALPHA characters 790
- Alpha-left-shift characters 791
- Page B-11 792
- " ' 793
- Page B-13 794
- Appendix C 795
- CAS settings 795
- Page C-2 796
- Selecting the modulus 797
- Page C-4 798
- Page C-5 799
- Complex vs. Real CAS mode 800
- Step-by-step CAS mode 801
- Page C-8 802
- Increasing-power CAS mode 803
- Rigorous CAS setting 803
- Using the CAS HELP facility 804
- Page C-11 805
- Page C-12 806
- Page C-13 807
- Page C-14 808
- Appendix D 809
- Additional character set 809
- Page D-2 810
- Greek letters 811
- Other characters 811
- Appendix E 812
- Page E-2 813
- Page E-3 814
- Page E-4 815
- Appendix F 816
- The Applications (APPS) menu 816
- I/O functions 817
- Constants lib 817
- Numeric solver 818
- Time & date 818
- Equation writer 818
- File manager 819
- Matrix Writer 819
- Text editor 820
- Math menu 820
- CAS menu 821
- Appendix G 822
- Useful shortcuts 822
- Page G-2 823
- Page G-3 824
- Appendix H 825
- The CAS help facility 825
- Page H-2 826
- Appendix I 827
- Command catalog list 827
- Appendix J 828
- The MATHS menu 828
- The HYPERBOLIC sub-menu 829
- The INTEGER sub-menu 829
- The MODULAR sub-menu 829
- The POLYNOMIAL sub-menu 830
- The TESTS sub-menu 830
- Appendix K 831
- The MAIN menu 831
- The MATHS sub-menu 832
- The ARIT sub-menu 833
- The EXP&LN sub-menu 834
- The MATR sub-menu 834
- Page K-5 835
- Appendix L 836
- Line editor commands 836
- Page L-2 837
- The SEARCH sub-menu 838
- The GOTO sub-menu 838
- The Style sub-menu 839
- 840
- Appendix M 841
- Page M-2 842
- Page M-3 843
- Page M-4 844
- Page M-5 845
- Page M-6 846
- Page M-7 847
- Page M-8 848
- Page M-9 849
- Page M-10 850
- Page M-11 851
- Page M-12 852
- Page M-13 853
- Page M-14 854
- Page M-15 855
- Page M-16 856
- Page M-17 857
- Page M-18 858
- Page M-20 860
- Limited Warranty 861
- Service 862
- Page W-3 863
- Regulatory information 864
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