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Manuals
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HP Manuals
Calculator
48GII
User manual
HP 48gII User Manual Page 47
Graphing calculator.
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Also See for 48gII
Advanced user's reference manual
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653 pages
User manual
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175 pages
Instruction manual
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3 pages
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Page 1
Page 2
Page 3
Page 4
Page 5 - Table Of Contents
Page 6
Page 7
Page 8
Page 9
Page 10
Page 11
Page 12
Page 13
Page 14
Page 15
Page 16
Page 17
Page 18
Page 19
Page 20
Page 21
Page 22
Page 23
Page 24
Page 25
Page 26
Page 27
Page 28
Page 29
Page 30 - Chapter 1 - Getting started
Page 31 - Turning the calculator on and off
Page 32 - Menus
Page 33 - SOFT menus vs. CHOOSE boxes
Page 34 - Selecting SOFT menus or CHOOSE boxes
Page 35 - The TOOL menu
Page 36 - Setting time and date
Page 37
Page 38
Page 39 - Introducing the calculator's keyboard
Page 40
Page 41 - Selecting calculator modes
Page 42 - Operating mode
Page 43
Page 44
Page 45
Page 46 - Number format and decimal dot or comma
Page 47
Page 48
Page 49
Page 50
Page 51 - Angle measure
Page 52
Page 53 - Beep, Key Click, and Last Stack
Page 54 - Selecting CAS settings
Page 55 - Selecting the display font
Page 56 - Selecting properties of the line editor
Page 57 - Selecting properties of the Equation Wri...
Page 58 - Selecting the size of the header
Page 59 - Chapter 2 - Introducing the calculator
Page 60
Page 61 - Editing expressions in the screen
Page 62
Page 63
Page 64 - Editing arithmetic expressions
Page 65 - Creating algebraic expressions
Page 66 - Editing algebraic expressions
Page 67
Page 68 - Using the Equation Writer (EQW) to creat...
Page 69 - Creating arithmetic expressions
Page 70
Page 71
Page 72
Page 73
Page 74 - Editing arithmetic expressions
Page 75
Page 76
Page 77 - Creating algebraic expressions
Page 78 - Editing algebraic expressions
Page 79
Page 80
Page 81
Page 82
Page 83
Page 84
Page 85
Page 86 - Creating and editing summations, derivat...
Page 87
Page 88
Page 89
Page 90 - Organizing data in the calculator
Page 91 - Functions for manipulation of variables
Page 92 - The HOME directory
Page 93 - The CASDIR sub-directory
Page 94
Page 95 - Typing directory and variable names
Page 96 - Creating subdirectories
Page 97
Page 98
Page 99
Page 100 - Moving among subdirectories
Page 101
Page 102
Page 103
Page 104 - Variables
Page 105
Page 106
Page 107
Page 108
Page 109 - Checking variable contents
Page 110
Page 111 - Replacing the contents of variables
Page 112 - Copying variables
Page 113
Page 114
Page 115 - Reordering variables in a directory
Page 116 - Moving variables using the FILES menu
Page 117 - Deleting variables
Page 118
Page 119 - UNDO and CMD functions
Page 120 - Flags
Page 121 - Example of flag setting: general solutio...
Page 122 - Other flags of interest
Page 123 - CHOOSE boxes vs. SOFT menus
Page 124 - Selected CHOOSE boxes
Page 125
Page 126 - Checking calculator settings
Page 127 - Checking calculator mode
Page 128 - Changing sing of a number, variable, or ...
Page 129 - Using parentheses
Page 130 - Powers and roots
Page 131 - Natural logarithms and exponential funct...
Page 132 - Differences between functions and operat...
Page 133
Page 134 - Hyperbolic functions and their inverses
Page 135
Page 136 - Real number functions
Page 137
Page 138
Page 139 - Special functions
Page 140
Page 141 - Calculator constants
Page 142 - Operation with units
Page 143 - Available units
Page 144
Page 145
Page 146 - Converting to base units
Page 147 - Attaching units to numbers
Page 148
Page 149
Page 150 - Operations with units
Page 151
Page 152 - Units manipulation tools
Page 153
Page 154 - Physical constants in the calculator
Page 155
Page 156 - Special physical functions
Page 157 - Function ZFACTOR
Page 158 - Function SIDENS
Page 159 - Defining and using functions
Page 160 - Functions defined by more than one expre...
Page 161 - The IFTE function
Page 162
Page 163 - Chapter 4 - Calculations with complex nu...
Page 164 - Entering complex numbers
Page 165 - Polar representation of a complex number
Page 166 - Simple operations with complex numbers
Page 167 - Entering the unit imaginary number
Page 168
Page 169 - CMPLX menu in keyboard
Page 170 - Functions applied to complex numbers
Page 171 - Function DROITE: equation of a straight ...
Page 172 - Chapter 5 - Algebraic and arithmetic ope...
Page 173 - Simple operations with algebraic objects
Page 174 - Functions in the ALG menu
Page 175
Page 176 - FACTOR,
Page 177 - Other forms of substitution in algebraic...
Page 178 - Operations with transcendental functions
Page 179 - Expansion and factoring using log-exp fu...
Page 180 - Functions in the ARITHMETIC menu
Page 181 - DIVIS
Page 182 - POLYNOMIAL menu
Page 183 - MODULO menu
Page 184
Page 185
Page 186
Page 187
Page 188
Page 189 - Polynomials
Page 190 - The CHINREM function
Page 191 - The HERMITE function
Page 192 - The LAGRANGE function
Page 193 - The LEGENDRE function
Page 194 - The EPSX0 function and the CAS variable ...
Page 195 - The TCHEBYCHEFF function
Page 196 - The PARTFRAC function
Page 197 - The FROOTS function
Page 198 - The CONVERT menu and algebraic operation...
Page 199 - BASE convert menu
Page 200
Page 201
Page 202 - Chapter 6 - Solution to single equations
Page 203 - Function SOLVE
Page 204
Page 205 - Function SOLVEVX
Page 206 - Numerical solver menu
Page 207 - Polynomial equations
Page 208
Page 209
Page 210 - Financial calculations
Page 211
Page 212
Page 213
Page 214
Page 215 - Solving equations with one unknown throu...
Page 216
Page 217
Page 218
Page 219
Page 220
Page 221
Page 222
Page 223
Page 224
Page 225
Page 226
Page 227
Page 228 - The SOLVE soft menu
Page 229 - The SOLVR sub-menu
Page 230
Page 231 - The DIFFE sub-menu
Page 232 - The SYS sub-menu
Page 233
Page 234
Page 235 - Chapter 7 - Solving multiple equations
Page 236 - Example 2 - Stresses in a thick wall cyl...
Page 237
Page 238 - Example 3 - System of polynomial equatio...
Page 239 - Example 1 - Example from the help facili...
Page 240 - Example 2 - Entrance from a lake into an...
Page 241
Page 242
Page 243
Page 244 - Using the Multiple Equation Solver (MES)
Page 245
Page 246
Page 247
Page 248
Page 249
Page 250
Page 251
Page 252 - Application 2 - Velocity and acceleratio...
Page 253
Page 254
Page 255
Page 256 - Chapter 8 - Operations with Lists
Page 257 - Composing and decomposing lists
Page 258 - Operations with lists of numbers
Page 259
Page 260 - Real number functions from the keyboard
Page 261 - Examples of functions that use two argum...
Page 262 - Lists of complex numbers
Page 263 - Lists of algebraic objects
Page 264
Page 265 - Manipulating elements of a list
Page 266 - Element position in the list
Page 267 - The MAP function
Page 268 - Defining functions that use lists
Page 269 - Applications of lists
Page 270 - Harmonic mean of a list
Page 271 - Geometric mean of a list
Page 272 - Weighted average
Page 273 - Statistics of grouped data
Page 274
Page 275
Page 276 - Chapter 9 - Vectors
Page 277 - Entering vectors
Page 278 - Storing vectors into variables
Page 279
Page 280
Page 281 - Building a vector with ARRY
Page 282 - Identifying, extracting, and inserting v...
Page 283
Page 284 - Simple operations with vectors
Page 285 - Absolute value function
Page 286 - Magnitude
Page 287 - Decomposing a vector
Page 288 - Building a three-dimensional vector
Page 289
Page 290
Page 291 - Application of vector operations
Page 292 - Moment of a force
Page 293 - Equation of a plane in space
Page 294 - Row vectors, column vectors, and lists
Page 295 - Function OBJ
Page 296 - Function DROP
Page 297 - Transforming a column vector into a row ...
Page 298
Page 299 - Transforming a list into a vector
Page 300 - Transforming a vector (or matrix) into a...
Page 301 - Definitions
Page 302 - Entering matrices in the stack
Page 303 - Typing the matrix directly into the stac...
Page 304
Page 305
Page 306 - Functions GET and PUT
Page 307 - Function SIZE
Page 308 - Function TRN
Page 309 - Function IDN
Page 310 - Function RDM
Page 311 - Function RANM
Page 312 - Function REPL
Page 313 - Function DIAG
Page 314 - Function VANDERMONDE
Page 315 - A program to build a matrix out of a num...
Page 316
Page 317 - Lists represent rows of the matrix
Page 318 - Function COL,
Page 319 - COL
Page 320 - Function COL
Page 321 - Function CSWP
Page 322 - Function ROW,
Page 323 - ROW
Page 324 - Function ROW Function ROW
Page 325 - Function RSWP
Page 326 - Function RCIJ
Page 327 - Chapter 11 - Matrix Operations and Linea...
Page 328 - Addition and subtraction
Page 329
Page 330
Page 331
Page 332 - Characterizing a matrix (the matrix NORM...
Page 333 - Function ABS
Page 334 - Functions RNRM and CNRM
Page 335 - Function SRAD
Page 336 - Function RANK
Page 337 - Function DET
Page 338
Page 339 - Function TRACE
Page 340 - Function TRAN
Page 341 - Function AXL
Page 342 - Solution of linear systems
Page 343 - Using the numerical solver for linear sy...
Page 344
Page 345
Page 346
Page 347
Page 348
Page 349 - Least-square solution (function LSQ)
Page 350
Page 351
Page 352 - Solution with the inverse matrix
Page 353 - Solving multiple set of equations with t...
Page 354 - Gaussian and Gauss-Jordan elimination
Page 355
Page 356
Page 357
Page 358
Page 359
Page 360
Page 361
Page 362
Page 363 - Step-by-step calculator procedure for so...
Page 364
Page 365
Page 366 - Solution to linear systems using calcula...
Page 367
Page 368
Page 369 - Residual errors in linear system solutio...
Page 370 - Eigenvalues and eigenvectors
Page 371 - Function EGVL
Page 372 - Function EGV
Page 373 - Function JORDAN
Page 374 - Matrix factorization
Page 375 - Function LU
Page 376 - Function SCHUR
Page 377 - Function LQ
Page 378 - The QUADF menu
Page 379
Page 380 - Linear Applications
Page 381 - Function KER
Page 382 - Chapter 12 - Graphics
Page 383 - Plotting an expression of the form y = f...
Page 384
Page 385
Page 386 - Some useful PLOT operations for FUNCTION...
Page 387
Page 388 - Saving a graph for future use
Page 389 - Graphics of transcendental functions
Page 390
Page 391 - Graph of the exponential function
Page 392 - The PPAR variable
Page 393 - Inverse functions and their graphs,
Page 394 - Summary of FUNCTION plot operation
Page 395
Page 396
Page 397 - Plots of trigonometric and hyperbolic fu...
Page 398 - Generating a table of values for a funct...
Page 399 - The TPAR variable
Page 400 - Plots in polar coordinates
Page 401
Page 402 - Plotting conic curves
Page 403
Page 404 - Parametric plots
Page 405
Page 406
Page 407 - Plotting the solution to simple differen...
Page 408
Page 409
Page 410 - Truth plots
Page 411 - Plotting histograms, bar plots, and scat...
Page 412
Page 413 - Scatter plots
Page 414
Page 415 - Slope fields
Page 416 - Fast 3D plots
Page 417
Page 418 - Wireframe plots
Page 419
Page 420 - Ps-Contour plots
Page 421
Page 422 - Y-Slice plots
Page 423 - Gridmap plots
Page 424 - Pr-Surface plots
Page 425 - The VPAR variable
Page 426 - DOT+ and DOT
Page 427 - MARK
Page 428 - BOX
Page 429 - ERASE
Page 430 - Zooming in and out in the graphics displ...
Page 431 - BOXZ
Page 432 - ZINTG
Page 433 - The SYMB/GRAPH menu
Page 434
Page 435 - Function DRAW3DMATRIX
Page 436 - Chapter 13 - Calculus Applications
Page 437 - Function lim
Page 438 - The DERIV&INTEG menu
Page 439
Page 440
Page 441
Page 442 - Implicit derivatives
Page 443
Page 444 - Function DOMAIN
Page 445 - Function SIGNTAB
Page 446
Page 447 - Using derivatives to calculate extreme p...
Page 448 - Higher-order derivatives
Page 449
Page 450
Page 451
Page 452
Page 453 - Integrating an equation
Page 454
Page 455
Page 456 - Integration with units
Page 457
Page 458 - Infinite series
Page 459
Page 460
Page 461
Page 462 - Chapter 14 - Multi-variate Calculus Appl...
Page 463
Page 464 - Higher-order derivatives
Page 465 - The chain rule for partial derivatives
Page 466 - Total differential of a function z = z(x...
Page 467 - Using function HESS to analyze extrema,
Page 468
Page 469 - Multiple integrals
Page 470 - Jacobian of coordinate transformation
Page 471
Page 472 - Chapter 15 - Vector Analysis Application...
Page 473 - A program to calculate the gradient
Page 474 - Potential of a gradient,
Page 475 - Divergence
Page 476 - Curl
Page 477 - Vector potential
Page 478
Page 479 - Chapter 16 - Differential Equations ,
Page 480 - Checking solutions in the calculator
Page 481 - Slope field visualization of solutions
Page 482 - The CALC/DIFF menu
Page 483 - Function LDEC
Page 484
Page 485 - Function DESOLVE
Page 486 - The variable ODETYPE
Page 487
Page 488 - Laplace transforms
Page 489 - Laplace transform and inverses in the ca...
Page 490 - Laplace transform theorems
Page 491
Page 492
Page 493 - Dirac's delta function and Heaviside's s...
Page 494
Page 495
Page 496
Page 497
Page 498
Page 499
Page 500
Page 501
Page 502
Page 503
Page 504
Page 505 - Fourier series
Page 506 - Function FOURIER
Page 507 - Fourier series for a quadratic function
Page 508
Page 509
Page 510
Page 511
Page 512
Page 513 - Fourier series for a triangular wave
Page 514
Page 515
Page 516
Page 517 - Fourier series for a square wave
Page 518
Page 519
Page 520 - Fourier series applications in different...
Page 521 - Fourier Transforms
Page 522
Page 523
Page 524 - Definition of Fourier transforms
Page 525
Page 526 - Properties of the Fourier transform
Page 527 - Fast Fourier Transform (FFT)
Page 528 - Examples of FFT applications
Page 529
Page 530
Page 531 - Solution to specific second-order differ...
Page 532 - Legendre's equation
Page 533 - Bessel's equation
Page 534
Page 535 - Chebyshev or Tchebycheff polynomials,
Page 536 - Laguerre's equation
Page 537 - Weber's equation and Hermite polynomials...
Page 538 - Numerical and graphical solutions to ODE...
Page 539
Page 540 - Graphical solution of first-order ODE
Page 541
Page 542 - Numerical solution of second-order ODE
Page 543
Page 544 - Graphical solution for a second-order OD...
Page 545
Page 546 - Numerical solution for stiff first-order...
Page 547 - Numerical solution to ODEs with the SOLV...
Page 548 - Function RKF
Page 549 - Function RRK
Page 550 - Function RKFSTEP
Page 551 - Function RRKSTEP
Page 552 - Function RKFERR
Page 553
Page 554 - Chapter 17 - Probability Applications
Page 555 - Random numbers
Page 556
Page 557 - Binomial distribution
Page 558 - Poisson distribution
Page 559 - Continuous probability distributions
Page 560
Page 561
Page 562 - Continuous distributions for statistical...
Page 563 - Normal distribution cdf
Page 564 - The Student-t distribution
Page 565
Page 566 - Inverse cumulative distribution function...
Page 567
Page 568
Page 569
Page 570
Page 571
Page 572 - Chapter 18 - Statistical Applications
Page 573 - Calculating single-variable statistics
Page 574
Page 575
Page 576 - Obtaining frequency distributions
Page 577
Page 578
Page 579
Page 580
Page 581 - Fitting data to a function y = f(x)
Page 582
Page 583
Page 584 - Obtaining additional summary statistics
Page 585 - Calculation of percentiles
Page 586 - The STAT soft menu
Page 587 - The ΣPAR sub-menu
Page 588 - The PLOT sub-menu
Page 589 - The FIT sub-menu
Page 590
Page 591
Page 592
Page 593 - Confidence intervals
Page 594 - Estimation of Confidence Intervals
Page 595 - Confidence intervals for the population ...
Page 596 - Sampling distributions of differences an...
Page 597 - Confidence intervals for sums and differ...
Page 598 - Determining confidence intervals,
Page 599
Page 600
Page 601
Page 602
Page 603
Page 604 - Confidence intervals for the variance,
Page 605 - Hypothesis testing
Page 606 - Procedure for testing hypotheses
Page 607 - Inferences concerning one mean
Page 608
Page 609
Page 610 - Inferences concerning two means,
Page 611 - Paired sample tests,
Page 612 - Inferences concerning one proportion
Page 613 - Testing the difference between two propo...
Page 614 - Hypothesis testing using pre-programmed ...
Page 615
Page 616
Page 617
Page 618 - Inferences concerning one variance
Page 619 - Inferences concerning two variances,
Page 620 - Additional notes on linear regression
Page 621
Page 622 - Additional equations for linear regressi...
Page 623 - Confidence intervals and hypothesis test...
Page 624 - Procedure for inference statistics for l...
Page 625
Page 626
Page 627 - Multiple linear fitting,
Page 628
Page 629 - Polynomial fitting,
Page 630
Page 631
Page 632
Page 633 - Selecting the best fitting
Page 634
Page 635
Page 636 - Definitions
Page 637
Page 638 - Conversion between number systems
Page 639 - Wordsize,
Page 640 - The LOGIC menu,
Page 641 - The BIT menu
Page 642 - Hexadecimal numbers for pixel references
Page 643 - Chapter 20 - Customizing menus and keybo...
Page 644 - Menu numbers (RCLMENU and MENU functions...
Page 645
Page 646 - Menu specification and CST variable
Page 647 - Customizing the keyboard
Page 648 - Recall current user-defined key list
Page 649 - Un-assigning a user-defined key
Page 650 - Chapter 21 - Programming in User RPL lan...
Page 651 - Global and local variables and subprogra...
Page 652
Page 653 - Global Variable Scope
Page 654 - Local Variable Scope
Page 655 - Navigating through RPN sub-menus
Page 656
Page 657
Page 658 - Shortcuts in the PRG menu
Page 659 - Keystroke sequence for commonly used com...
Page 660
Page 661
Page 662 - Programs for generating lists of numbers
Page 663
Page 664 - Examples of sequential programming,
Page 665
Page 666 - Programs that simulate a sequence of sta...
Page 667
Page 668 - Interactive input in programs
Page 669
Page 670 - Prompt with an input string
Page 671 - A function with an input string
Page 672
Page 673 - Input string for two or three input valu...
Page 674
Page 675
Page 676 - Input through input forms
Page 677
Page 678
Page 679
Page 680 - Creating a choose box
Page 681
Page 682 - Identifying output in programs
Page 683 - Examples of tagged output
Page 684
Page 685
Page 686 - Using a message box
Page 687
Page 688
Page 689
Page 690
Page 691
Page 692 - Relational and logical operators
Page 693 - Logical operators
Page 694
Page 695 - Program branching
Page 696
Page 697
Page 698
Page 699
Page 700 - The CASE construct
Page 701
Page 702 - Program loops
Page 703
Page 704
Page 705
Page 706
Page 707
Page 708 - The FOR construct
Page 709
Page 710 - The DO construct,
Page 711 - The WHILE construct
Page 712
Page 713 - Errors and error trapping
Page 714 - ERRM,
Page 715 - User RPL programming in algebraic mode
Page 716
Page 717 - Chapter 22 - Programs for graphics manip...
Page 718 - Description of the PLOT menu
Page 719
Page 720
Page 721
Page 722
Page 723
Page 724
Page 725
Page 726
Page 727
Page 728
Page 729
Page 730 - Generating plots with programs
Page 731 - Three-dimensional graphics
Page 732
Page 733 - Examples of program-generated plots
Page 734
Page 735 - Drawing commands for use in programming
Page 736 - PICT,
Page 737 - ARC,
Page 738 - PIX?, PIXON, and PIXOFF
Page 739
Page 740
Page 741 - Pixel coordinates
Page 742 - Animating graphics
Page 743 - Animating a collection of graphics
Page 744
Page 745 - More information on the ANIMATE function
Page 746 - Graphic objects (GROBs)
Page 747 - The GROB menu
Page 748
Page 749 - A program with plotting and drawing func...
Page 750
Page 751
Page 752 - Modular programming
Page 753
Page 754 - A program to calculate principal stresse...
Page 755 - Ordering the variables in the sub-direct...
Page 756 - An input form for the Mohr's circle prog...
Page 757
Page 758 - Chapter 23 - Character strings
Page 759 - String concatenation
Page 760 - The characters list
Page 761
Page 762 - Chapter 24 - Calculator objects and flag...
Page 763 - Function TYPE
Page 764 - Calculator flags
Page 765 - User flags
Page 766 - Chapter 25 - Date and Time Functions
Page 767 - Browsing alarms
Page 768 - Calculations with dates
Page 769 - Alarm functions
Page 770 - Chapter 26 - Managing memory
Page 771 - Port memory
Page 772 - Backup objects
Page 773
Page 774 - Storing, deleting, and restoring backup ...
Page 775 - Using libraries,
Page 776 - Library numbers
Page 777
Page 778 - Appendix A - Using input forms
Page 779
Page 780
Page 781
Page 782 - Appendix B - The calculator's keyboard
Page 783
Page 784
Page 785
Page 786
Page 787
Page 788
Page 789
Page 790
Page 791
Page 792
Page 793
Page 794
Page 795 - Appendix C - CAS settings
Page 796
Page 797
Page 798
Page 799
Page 800
Page 801
Page 802
Page 803
Page 804
Page 805
Page 806
Page 807
Page 808
Page 809 - Appendix D Additional character set
Page 810
Page 811
Page 812 - Appendix E - The Selection Tree in the E...
Page 813
Page 814
Page 815
Page 816 - Appendix F - The Applications (APPS) men...
Page 817
Page 818 - Numeric solver
Page 819
Page 820 - Math menu
Page 821 - Cas menu
Page 822 - Appendix G - Useful shortcuts
Page 823
Page 824
Page 825 - Appendix H - The CAS help facility
Page 826
Page 827 - Appendix I - Command catalog list
Page 828 - Appendix J - The MATHS menu
Page 829
Page 830
Page 831 - Appendix K - The MAIN menu
Page 832
Page 833
Page 834
Page 835
Page 836 - Appendix L - Line editor commands
Page 837
Page 838
Page 839
Page 840
Page 841 - Appendix M Index
Page 842
Page 843
Page 844
Page 845
Page 846
Page 847
Page 848
Page 849
Page 850
Page 851
Page 852
Page 853
Page 854
Page 855
Page 856
Page 857 - String concatenation,
Page 858
Page 859
Page 860
Page 861 - Limited Warranty
Page 862 - Service
Page 863
Page 864 - Regulatory information
/
864
Contents
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The number is rounded to the maximum 12 significant figures, and is
displayed as follows:
In the standard format of decimal display, integer numbers are shown
with no decimal zeros whatsoever. Numbers with different decimal
figures will be adjusted in the display so that only those decimal figures
that are necessary will be shown. More examples of numbers in standard
format are shown next:
•
Fixed format with no decimals: Press the H button. Next, use the
down arrow key, ˜, to select the option Number format. Press the
@CHOOS soft menu key ( B), and select the option Fixed with the arrow
down key ˜.
Notice that the Number Format mode is set to Fix followed by a zero (0).
This number indicates the number of decimals to be shown after the
decimal point in the calculator's display. Press the !!@@OK#@ soft menu key
to return to the calculator display. The number now is shown as:
This setting will force all results to be rounded to the closest integer (0
digit displayed after the comma). However, the number is still stored by
the calculator with its full 12 significant digit precision. As we change the
number of decimals to be displayed, you will see the additional digits
being shown again.
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Table of Contents
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