HP 50G Manuals

Manuals and User Guides for HP 50G. We have 10 HP 50G manuals available for free PDF download: User Manual, Advanced User's Reference Manual, Quick Start Manual, Datasheet, Specifications

HP 50G User Manual (887 pages)

Graphing Calculator

Brand: HP | Category: Calculator | Size: 10 MB

Table of Contents
5
Chapter 1 - Getting Started

30
Basic Operations

30
- Batteries
  30
- Turning the Calculator on and off
  31
- Setting Time and Date
  36
Selecting Calculator Modes

41
- Operating Mode
  42
- Angle Measure
  52
- Coordinate System
  53
Selecting cas Settings

55
Selecting Display Modes

56
- Selecting the Display Font
  56
Calculator Objects

61
Chapter 2 Introducing the Calculator

61
Editing Expressions on the Screen

63
Using the Equation Writer (Eqw) to Create Expressions

70
Organizing Data in the Calculator

93
- Functions for Manipulation of Variables
  94
- The Casdir Sub-Directory
  95
- The HOME Directory
  95
- Typing Directory and Variable Names
  97
- Creating Subdirectories
  99
- Moving Among Subdirectories
  103
- Deleting Subdirectories
  103
- Creating Variables
  107
  - RPN Mode
    111
  - Algebraic Mode
    112
- Checking Variables Contents
  112
- Replacing the Contents of Variables
  115
- Copying Variables
  116
- Reordering Variables in a Directory
  119
- Moving Variables Using the Files Menu
  120
- Deleting Variables
  121
Undo and CMD Functions

122
Chapter 3 Calculation with Real Numbers

131
Checking Calculators Settings

131
Checking Calculator Mode

132
Real Number Calculations

132
- Using Parentheses
  134
- Base-10 Logarithms and Powers of
  135
- Squares and Square Roots
  135
- Powers and Roots
  135
- Natural Logarithms and Exponential Function
  136
- Inverse Trigonometric Functions
  136
- Trigonometric Functions
  136
- Real Number Functions in the Mth Menu
  137
- Differences between Functions and Operators
  137
- Using Calculator Menus
  138
- Hyperbolic Functions and Their Inverses
  139
Real Number Functions

141
- Special Functions
  144
Calculator Constants

146
Operations with Units

147
- The Units Menu
  147
- Available Units
  149
- Converting to Base Units
  152
- Attaching Units to Numbers
  153
- Units Manipulation Tools
  157
Physical Constants in the Calculator

159
Special Physical Functions

162
- Function Zfactor
  162
- Function Sidens
  163
- Function F
  163
Defining and Using Functions

164
- Function Tinc
  164
Functions Defined by more than One Expression

166
- Combined Ifte Functions
  167
Chapter 4 Calculations with Complex Numbers

168
- Entering Complex Numbers
  169
- Polar Representation of a Complex Number
  170
Setting the Calculator to Complex Mode

168
Simple Operations with Complex Numbers

171
- Entering the Unit Imaginary Number
  172
- Changing Sign of a Complex Number
  172
The Cmplx Menus

172
- Cmplx Menu through the Mth Menu
  173
- Cmplx Menu in Keyboard
  174
Functions Applied to Complex Numbers

175
Function Droite: Equation of a Straight Line

176
- Functions from the Mth Menu
  176
Chapter 5 Algebraic and Arithmetic Operations

178
Entering Algebraic Objects

178
Simple Operations with Algebraic Objects

178
Functions in the Alg Menu

180
- Lncollect
  182
- Partfrac
  182
- Texpand
  182
- Factor
  182
- Solve
  182
- Subst
  182
- Other Forms of Substitution in Algebraic Expressions
  183
Operations with Transcendental Functions

184
Functions in the Arithmetic Menu

186
- Polynomial Menu
  187
- MODULO Menu
  188
Applications of the Arithmetic Menu

189
- Modular Arithmetic
  189
  - Modular Arithmetic with Polynomials
    194
  - The CHINREM Function
    194
- The Quot and Remainder Functions
  198
- The Proot Function
  198
- The Ptayl Function
  198
- The Epsx0 Function and the cas Variable Eps
  199
- The Simp2 Function
  200
- The Froots Function
  201
- The Fcoef Function
  201
- Step-By-Step Operations with Polynomials and Fractions
  202
- Units Convert Menu (Option)
  203
The Convert Menu and Algebraic Operations

203
- Trigonometric Convert Menu (Option)
  204
- Matrices Convert Menu (Option)
  204
- Rewrite Convert Menu (Option)
  204
- Base Convert Menu (Option)
  204
Chapter 6 Solution to Single Equations

207
- Function Solve
  208
- Function Solvevx
  209
- Function Zeros
  210
Symbolic Solution of Algebraic Equations

207
Numerical Solver Menu

211
- Polynomial Equations
  212
- Financial Calculations
  215
- Solving Equations with One Unknown through Num.slv
  219
  - Function for Pipe Flow: Darcy
    226
  - Function FANNING
    226
The Solve Soft Menu

232
- The Root Sub-Menu
  232
- Function Root
  232
- The Solvr Sub-Menu
  232
- Variable Eq
  232
- The Diffe Sub-Menu
  235
- The Poly Sub-Menu
  235
- The Sys Sub-Menu
  236
- The Tvm Sub-Menu
  236
Chapter 7 Solving Multiple Equations

238
- Example 2 – Stresses in a Thick Wall Cylinder
  239
Rational Equation Systems

238
- Example 1 – Projectile Motion
  238
Solution to Simultaneous Equations with Mslv

241
Using the Multiple Equation Solver (Mes)

246
- Application 1 - Solution of Triangles
  246
- Application 2 - Velocity and Acceleration in Polar Coordinates
  254
Chapter 8 Operations with Lists

258
Creating and Storing Lists

258
Composing and Decomposing Lists

259
Operations with Lists of Numbers

259
- Changing Sign
  260
  - Addition, Subtraction, Multiplication, Division
    260
  - Real Number Functions from the Keyboard
    261
Real Number Functions from the Mth Menu

262
- Examples of Functions that Use Two Arguments
  263
Lists of Complex Numbers

264
Lists of Algebraic Objects

265
The Mth/List Menu

265
Manipulating Elements of a List

267
- Extracting and Inserting Elements in a List
  267
- Element Position in the List
  268
- Head and Tail Functions
  268
- The Seq Function
  268
- The Map Function
  269
Defining Functions that Use Lists

270
Applications of Lists

272
- Harmonic Mean of a List
  272
- Geometric Mean of a List
  273
- Weighted Average
  274
- Statistics of Grouped Data
  275
Chapter 9 Vectors

278
Entering Vectors

279
- Using the Matrix Writer (Mtrw) to Enter Vectors
  280
- Storing Vectors into Variables
  280
Identifying, Extracting, and Inserting Vector Elements

284
- Multiplication by a Scalar, and Division by a Scalar
  286
Simple Operations with Vectors

286
- Addition, Subtraction
  286
The Mth/Vector Menu

287
- Decomposing a Vector
  288
- Cross Product
  288
- Dot Product
  288
- Building a Three-Dimensional Vector
  289
- Building a Two-Dimensional Vector
  289
- Changing Coordinate System
  289
Application of Vector Operations

292
- Angle between Vectors
  292
- Resultant of Forces
  292
- Moment of a Force
  293
Row Vectors, Column Vectors, and Lists

295
- Function Obj
  296
- Function Drop
  297
- Transforming a Column Vector into a Row Vector
  298
- Transforming a List into a Vector
  300
- Transforming a Vector (or Matrix) into a List
  301
Chapter 10! Creating and Manipulating Matrices

302
Entering Matrices in the Stack

303
- Using the Matrix Writer
  303
Creating Matrices with Calculator Functions

304
- Functions Geti and Puti
  307
- Functions Get and Put
  307
- Function Size
  308
- Function Trn
  308
- Function con
  309
- Function Idn
  310
- Function Rdm
  310
- Function Ranm
  312
- Function Sub
  312
- Function Vandermonde
  314
- Function DIAG
  314
A Program to Build a Matrix out of a Number of Lists

315
- Function Hilbert
  315
- Lists Represent Columns of the Matrix
  316
Manipulating Matrices by Columns

318
- Function Col
  319
- Function Cswp
  321
Manipulating Matrices by Rows

322
- Function Row
  323
- Function Rswp
  325
- Function Rcij
  326
- Function Rci
  326
Chapter 11 Matrix Operations and Linear Algebra

328
- Addition and Subtraction
  329
Operations with Matrices

328
Characterizing a Matrix (the Matrix Norm Menu)

334
- Function Snrm
  335
- Functions Rnrm and Cnrm
  336
- Function Srad
  337
- Function Cond
  337
- Function Rank
  338
- Function Det
  339
- Function Trace
  341
Additional Matrix Operations (the Matrix Oper Menu)

342
- Function Tran
  342
- Function Lcxm
  343
- Function Axl
  343
- Function Axm
  343
Solution of Linear Systems

344
Eigenvalues and Eigenvectors

372
- Function PCAR
  372
- Function Egvl
  373
- Function Jordan
  374
- Function Mad
  375
Matrix Factorization

376
- Orthogonal Matrices and Singular Value Decomposition
  377
- Function Svd
  377
- Function Lu
  377
- Function Schur
  378
Matrix Quadratic Forms

379
- The Quadf Menu
  379
- Function Qr
  379
- Function Axq
  380
- Function Qxa
  380
Linear Applications

381
- Function Gauss
  381
- Function Image
  382
- Function Isom
  382
- Function Mkisom
  383
Chapter 12 Graphics

384
Graphs Options in the Calculator

384
Plotting an Expression of the Form y = F(X)

385
- Some Useful Plot Operations for Function Plots
  388
Saving a Graph for Future Use

390
Graphics of Transcendental Functions

391
- Graph of Ln(X)
  391
- Graph of the Exponential Function
  393
The Ppar Variable

394
Inverse Functions and Their Graphs

394
Summary of Function Plot Operation

396
Plots of Trigonometric and Hyperbolic Functions

399
- The Tpar Variable
  400
- Generating a Table of Values for a Function
  400
Plots in Polar Coordinates

401
Plotting Conic Curves

403
Parametric Plots

405
Generating a Table for Parametric Equations

408
Plotting the Solution to Simple Differential Equations

409
Truth Plots

411
Plotting Histograms, Bar Plots, and Scatter Plots

412
- Bar Plots
  412
- Scatter Plots
  414
Slope Fields

416
Fast 3D Plots

417
Wireframe Plots

419
Ps-Contour Plots

421
Y-Slice Plots

422
Gridmap Plots

423
Pr-Surface Plots

424
- The Vpar Variable
  425
Interactive Drawing

426
- Dot+ and Dot
  427
Zooming in and out in the Graphics Display

430
- Zfact, Zin, Zout, and Zlast
  430
- Hzin, Hzout, Vzin and Vzout
  431
- Zdflt, Zauto
  431
The Symbolic Menu and Graphs

432
- The Symb/Graph Menu
  433
Function Draw3Dmatrix

435
Chapter 13 Calculus Applications

436
- Function Lim
  437
- Functions Deriv and Dervx
  438
- The Deriv&Integ Menu
  439
- Calculating Derivatives with
  439
- The Chain Rule
  441
The Calc (Calculus) Menu

436
Limits and Derivatives

436
Application of Derivatives

442
- Derivatives of Equations
  442
- Implicit Derivatives
  442
- Analyzing Graphics of Functions
  443
- Function Domain
  444
- Function Tabval
  444
- Function Tabvar
  445
- Using Derivatives to Calculate Extreme Points
  447
- Higher Order Derivatives
  448
- Functions Int, Intvx, Risch, Sigma and Sigmavx
  449
Anti-Derivatives and Integrals

449
- Definite Integrals
  450
Step-By-Step Evaluation of Derivatives and Integrals

451
Integrating an Equation

452
- Substitution or Change of Variables
  453
Techniques of Integration

453
- Integration by Parts and Differentials
  454
- Integration by Partial Fractions
  455
- Improper Integrals
  455
Integration with Units

456
Infinite Series

457
- Taylor Polynomial and Reminder
  458
- Taylor and Maclaurin's Series
  458
Chapter 14 Multi-Variate Calculus Applications

461
Multi-Variate Functions

461
Partial Derivatives

461
Multiple Integrals

468
- Jacobian of Coordinate Transformation
  469
- Double Integral in Polar Coordinates
  469
Chapter 15 Vector Analysis Applications

471
- Using Function Hess to Obtain the Gradient
  472
- A Program to Calculate the Gradient
  472
Gradient and Directional Derivative

471
Potential of a Gradient

473
- Irrotational Fields and Potential Function
  475
Vector Potential

476
Chapter 16 Differential Equations

478
Basic Operations with Differential Equations

478
The Calc/Diff Menu

480
Solution to Linear and Non-Linear Equations

481
- Function Ldec
  481
- Function Desolve
  484
- The Variable Odetype
  485
Laplace Transforms

487
Fourier Series

503
Fourier Transforms

519
- Definition of Fourier Transforms
  522
- Properties of the Fourier Transform
  524
Fast Fourier Transform (Fft)

524
- Examples of Fft Applications
  525
Solution to Specific Second-Order Differential Equations

528
- The Cauchy or Euler Equation
  528
- Legendre's Equation
  528
- Chebyshev or Tchebycheff Polynomials
  532
- Laguerre's Equation
  533
Numerical and Graphical Solutions to Odes

534
Numerical Solution to Odes with the Solve/Diff Menu

544
- Function Rkf
  544
- Function Rrk
  545
- Function Rkfstep
  546
- Function Rrkstep
  547
- Function Rkferr
  548
- Function Rsberr
  548
Chapter 17 Probability Applications

550
- Random Numbers
  551
The Mth/Probability.. Sub-Menu - Part

550
- Factorials, Combinations, and Permutations
  550
Discrete Probability Distributions

552
- Binomial Distribution
  553
- Poisson Distribution
  554
Continuous Probability Distributions

555
- The Exponential Distribution
  555
- The Gamma Distribution
  555
- Functions for Continuous Distributions
  556
- The Weibull Distribution
  556
- The Beta Distribution
  556
Continuous Distributions for Statistical Inference

558
- Normal Distribution Pdf
  558
- The Student-T Distribution
  559
- Normal Distribution Cdf
  559
- The Chi-Square Distribution
  560
- The F Distribution
  561
Inverse Cumulative Distribution Functions

562
Chapter 18 Statistical Applications

568
Pre-Programmed Statistical Features

568
- Entering Data
  568
The Stat Soft Menu

582
- The Data Sub-Menu
  583
- The Par Sub-Menu
  583
- The 1Var Sub Menu
  584
- The Plot Sub-Menu
  584
- The Sums Sub-Menu
  585
- The Fit Sub-Menu
  585
- Example of Stat Menu Operations
  586
- Confidence Intervals
  589
- Estimation of Confidence Intervals
  590
- Sampling Distribution of Differences and Sums of Statistics
  592
- Confidence Interval for a Proportion
  592
- Confidence Intervals for Sums and Differences of Mean Values
  593
Determining Confidence Intervals

594
- Confidence Intervals for the Variance
  600
- Procedure for Testing Hypotheses
  602
- Hypothesis Testing
  602
- Errors in Hypothesis Testing
  603
- Inferences Concerning One Mean
  604
- Inferences Concerning Two Means
  606
- Inferences Concerning One Proportion
  608
- Paired Sample Tests
  608
- Testing the Difference between Two Proportions
  609
- Hypothesis Testing Using Pre-Programmed Features
  610
- Inferences Concerning One Variance
  614
- Inferences Concerning Two Variances
  615
Additional Notes on Linear Regression

617
Multiple Linear Fitting

624
Polynomial Fitting

626
- Selecting the Best Fitting
  629
Chapter 19 Numbers in Different Bases

633
The Base Menu

633
The Logic Menu

637
The Bit Menu

638
The Byte Menu

639
Hexadecimal Numbers for Pixel References

639
Chapter 20 Customizing Menus and Keyboard

640
Customizing Menus

640
- The Prg/Modes/Menu Menu
  640
Customizing the Keyboard

644
Chapter 21 Programming in User RPL Language

648
- Global and Local Variables and Subprograms
  649
- Global Variable Scope
  651
- Local Variable Scope
  652
An Example of Programming

648
The Prg Menu

652
Programs for Generating Lists of Numbers

660
- Programs Generated by Defining a Function
  662
Examples of Sequential Programming

662
- Programs that Simulate a Sequence of Stack Operations
  664
Interactive Input in Programs

666
Identifying Output in Programs

680
- Tagging a Numerical Result
  680
- De-Tagging" a Tagged Quantity
  680
- Examples of Tagged Output
  681
- Using a Message Box
  684
Relational and Logical Operators

690
- Relational Operators
  690
- Logical Operators
  692
Program Branching

693
- The If...then...end Construct
  694
- Branching with if
  694
- The Case Construct
  698
Program Loops

700
- The for Construct
  706
- The Do Construct
  708
- The While Construct
  710
Errors and Error Trapping

711
- Sub-Menu Iferr
  712
User Rpl Programming in Algebraic Mode

714
Chapter 22 Programs for Graphics Manipulation

716
- Description of the Plot Menu
  717
The Plot Menu

716
- User-Defined Key for the Plot Menu
  716
Generating Plots with Programs

729
- Two-Dimensional Graphics
  729
- Examples of Interactive Plots Using the Plot Menu
  730
- Three-Dimensional Graphics
  730
- The Variable Eq
  730
- Examples of Program-Generated Plots
  732
Drawing Commands for Use in Programming

734
- Pix?, Pixon, and Pixoff
  736
- Programming Examples Using Drawing Functions
  737
Animating Graphics

741
- Animating a Collection of Graphics
  742
- More Information on the Animate Function
  744
Graphic Objects (Grobs)

744
- The Grob Menu
  746
A Program with Plotting and Drawing Functions

748
An Input Form for the Mohr's Circle Program

755
Chapter 23 Character Strings

757
String-Related Functions in the Type Sub-Menu

757
String Concatenation

758
The Chars Menu

758
The Characters List

759
Chapter 24 Calculator Objects and Flags

761
Description of Calculator Objects

761
Function Type

762
- Functions for Setting and Changing Flags
  763
Function Vtype

762
Calculator Flags

763
- System Flags
  763
- User Flags
  764
Chapter 25 Date and Time Functions

765
- Browsing Alarms
  766
- Time Tools
  766
The Time Menu

765
- Setting an Alarm
  765
Calculations with Dates

767
Calculating with Times

768
Alarm Functions

768
Chapter 26 Managing Memory

769
- The Home Directory
  770
- Port Memory
  770
Memory Structure

769
Checking Objects in Memory

771
Backup Objects

772
Backing up Objects in Port Memory

772
Using Data in Backup Objects

775
Using Sd Cards

775
- Formatting an Sd Card
  776
- Alternative Method
  776
- Accessing Objects on an Sd Card
  777
- Storing Objects on an Sd Card
  777
- Purging All Objects on the Sd Card (by Reformatting)
  779
- Specifying a Directory on an Sd Card
  779
- Purging an Object from the Sd Card
  779
- Installing and Attaching a Library
  780
Using Libraries

780
- Creating Libraries
  781
- Deleting a Library
  781
- Library Numbers
  781
Backup Battery

781
Chapter 27 The Equation Library

783
- Using the Solver
  784
- Using the Menu Keys
  785

HP 50G Advanced User's Reference Manual (693 pages)

graphing calculator

Brand: HP | Category: Calculator | Size: 4 MB

HP 50G User Manual (184 pages)

graphing calculator

Brand: HP | Category: Calculator | Size: 5 MB

Table of Contents
4
Chapter 1 Getting Started

12
- Basic Operations
  
  12
  - Batteries
    12
  - Turning the Calculator on and off
    13
  - Adjusting the Display Contrast
    13
  - Contents of the Calculator's Display
    14
  - Menus
    14
  - The TOOL Menu
    14
  - Setting Time and Date
    15
- Introducing the Calculator's Keyboard
  
  15
- Selecting Calculator Modes
  
  17
  - Operating Mode
    18
  - Number Format and Decimal Dot or Comma
    21
    
    Standard Format
    21
    
    Fixed Format with Decimals
    21
    
    Scientific Format
    22
    
    Engineering Format
    23
    
    Decimal Comma Vs. Decimal Point
    24
  - Angle Measure
    25
  - Coordinate System
    25
- Selecting cas Settings
  
  26
  - Explanation of cas Settings
    27
- Selecting Display Modes
  
  28
- References
  
  31
- Editing Expressions in the Stack
  
  32
  - Creating Arithmetic Expressions
    32
  - Creating Algebraic Expressions
    35
Chapter 2 Introducing the Calculator

32
- Calculator Objects
  
  32
- Using the Equation Writer (EQW) to Create Expressions
  
  36
  - Creating Arithmetic Expressions
    36
  - Creating Algebraic Expressions
    38
- Organizing Data in the Calculator
  
  39
  - The HOME Directory
    39
  - Subdirectories
    40
- Variables
  
  40
- UNDO and CMD Functions
  
  47
- CHOOSE Boxes Vs. Soft MENU
  
  47
- References
  
  49
Chapter 3 Calculations with Real Numbers

50
- Examples of Real Number Calculations
  
  50
  - Using Powers of 10 in Entering Data
    52
- Real Number Functions in the MTH Menu
  
  54
  - Using Calculator Menus
    54
  - Hyperbolic Functions and Their Inverses
    54
- Operations with Units
  
  56
  - The UNITS Menu
    56
  - Available Units
    58
  - Attaching Units to Numbers
    58
    
    Unit Prefixes
    59
  - Operations with Units
    60
  - Unit Conversions
    61
- Physical Constants in the Calculator
  
  62
- Defining and Using Functions
  
  64
- Reference
  
  65
Chapter 4 Calculations with Complex Numbers

66
- Definitions
  
  66
- Setting the Calculator to COMPLEX Mode
  
  66
  - Entering Complex Numbers
    67
  - Polar Representation of a Complex Number
    68
- Simple Operations with Complex Numbers
  
  69
- The CMPLX Menus
  
  69
  - CMPLX Menu through the MTH Menu
    69
  - CMPLX Menu in Keyboard
    71
- Functions Applied to Complex Numbers
  
  71
- Function DROITE: Equation of a Straight Line
  
  72
- Reference
  
  72
Chapter 5 Algebraic and Arithmetic Operations

74
- Entering Algebraic Objects
  
  74
- Simple Operations with Algebraic Objects
  
  75
  - Functions in the ALG Menu
    76
- Operations with Transcendental Functions
  
  78
  - Expansion and Factoring Using Log-Exp Functions
    78
  - Expansion and Factoring Using Trigonometric Functions
    79
- Functions in the ARITHMETIC Menu
  
  80
- Polynomials
  
  81
  - The HORNER Function
    81
  - The Variable VX
    81
  - The PCOEF Function
    81
  - The PROOT Function
    82
  - The QUOT and REMAINDER Functions
    82
  - The PEVAL Function
    82
- Fractions
  
  82
  - The SIMP2 Function
    83
  - The PROPFRAC Function
    83
  - The PARTFRAC Function
    83
  - The FCOEF Function
    83
  - The FROOTS Function
    84
- Step-By-Step Operations with Polynomials and Fractions
  
  84
- Reference
  
  85
Chapter 6 Solution to Equations

86
Chapter 7 Operations with Lists

98
- Creating and Storing Lists
  
  98
- Operations with Lists of Numbers
  
  98
- Lists of Complex Numbers
  
  101
- Lists of Algebraic Objects
  
  102
- The MTH/LIST Menu
  
  102
- The SEQ Function
  
  104
- The MAP Function
  
  104
- Reference
  
  104
Chapter 8 Vectors

106
- Entering Vectors
  
  106
- Simple Operations with Vectors
  
  110
  - Changing Sign
    110
  - Addition, Subtraction
    110
  - Multiplication by a Scalar, and Division by a Scalar
    111
  - Absolute Value Function
    111
- The MTH/VECTOR Menu
  
  111
  - Magnitude
    112
  - Dot Product
    112
  - Cross Product
    112
- Reference
  
  113
Chapter 9 Matrices and Linear Algebra

114
- Entering Matrices in the Stack
  
  114
  - Using the Matrix Writer
    114
  - Typing in the Matrix Directly into the Stack
    115
- Operations with Matrices
  
  116
  - Addition and Subtraction
    117
  - Multiplication
    117
    
    Multiplication by a Scalar
    117
    
    Matrix-Vector Multiplication
    118
    
    Matrix Multiplication
    118
    
    Term-By-Term Multiplication
    119
    
    Raising a Matrix to a Real Power
    119
    
    The Identity Matrix
    120
    
    The Inverse Matrix
    120
- Characterizing a Matrix (the Matrix NORM Menu)
  
  121
  - Function DET
    121
  - Function TRACE
    121
- Solution of Linear Systems
  
  122
- References
  
  125
Chapter 10 Graphics

126
- Graphs Options in the Calculator
  
  126
- Plotting an Expression of the Form y = F(X)
  
  127
- Generating a Table of Values for a Function
  
  129
- Fast 3D Plots
  
  130
- Reference
  
  132
Chapter 11 Calculus Applications

134
- The CALC (Calculus) Menu
  
  134
- Limits and Derivatives
  
  134
  - Function Lim
    134
  - Functions DERIV and DERVX
    136
- Anti-Derivatives and Integrals
  
  136
  - Functions INT, INTVX, RISCH, SIGMA and SIGMAVX
    136
  - Definite Integrals
    137
- Infinite Series
  
  138
  - Functions TAYLR, TAYLR0, and SERIES
    138
- Reference
  
  139
Chapter 12 Multi-Variate Calculus Applications

140
- Partial Derivatives
  
  140
- Multiple Integrals
  
  141
- Reference
  
  141
Chapter 13 Vector Analysis Applications

142
- The del Operator
  142
- Gradient
  
  142
- Divergence
  
  143
- Curl
  
  143
- Reference
  
  143
Chapter 14 Differential Equations

144
- The CALC/DIFF Menu
  
  144
- Solution to Linear and Non-Linear Equations
  
  144
  - Function LDEC
    144
  - Function DESOLVE
    146
  - The Variable ODETYPE
    146
- Laplace Transforms
  
  147
  - Laplace Transform and Inverses in the Calculator
    147
- Fourier Series
  
  148
  - Function FOURIER
    148
  - Fourier Series for a Quadratic Function
    149
- Reference
  
  150
Chapter 15 Probability Distributions

152
- The MTH/PROBABILITY.. Sub-Menu - Part 1
  
  152
  - Factorials, Combinations, and Permutations
    152
  - Random Numbers
    153
- The MTH/PROB Menu - Part 2
  
  154
  - The Normal Distribution
    154
  - The Student-T Distribution
    154
  - The Chi-Square Distribution
    155
  - The F Distribution
    155
- Reference
  
  155
Chapter 16 Statistical Applications

156
- Entering Data
  
  156
- Calculating Single-Variable Statistics
  
  157
- Sample Vs. Population
  
  157
- Obtaining Frequency Distributions
  
  158
- Fitting Data to a Function y = F(X)
  
  160
- Obtaining Additional Summary Statistics
  
  161
- Confidence Intervals
  
  162
- Hypothesis Testing
  
  164
- Reference
  
  166
Chapter 17 Numbers in Different Bases

168
- The BASE Menu
  
  168
- Writing Non-Decimal Numbers
  
  169
- Reference
  
  169
Chapter 18 - Using SD Cards

170
- Inserting and Removing an SD Card
  
  170
- Formatting an SD Card
  
  170
- Accessing Objects on an SD Card
  
  171
- Storing Objects on the SD Card
  
  171
- Recalling an Object from the SD Card
  
  172
- Purging an Object from the SD Card
  
  172
- Purging All Objects on the SD Card (by Reformatting)
  
  173
- Specifying a Directory on an SD Card
  
  173