Graphing calculator
User’s manual
Page
Preface
Page
Table of Contents
Calculations with real numbers
Algebraic and arithmetic operations
Calculations with complex numbers
Operations with lists
Solution to equations
Matrices and linear algebra
Vectors
Calculus Applications
Graphics
Multi-variate Calculus Applications
Vector Analysis Applications
Differential Equations
Probability Distributions
Statistical Applications
Limited Warranty W-1
Service, W-2 Regulatory information, W-4
Numbers in Different Bases
Chapter Getting started
Basic Operations
Batteries
Contents of the calculator’s display
Menus
Tool menu
Associated with the six soft menu keys, F1 through F6
Introducing the calculator’s keyboard
Setting time and date
Page
Selecting calculator modes
Alpha function, to enter the upper-case letter P
~„p
23.0
Operating Mode
√ 3.*5.-1/3.*3./23.3+EXP2.5
Lets try now the expression proposed earlier
Number Format and decimal dot or comma
Page
Page
Page
Angle Measure
Coordinate System
Selecting CAS settings
Selecting Display modes
Explanation of CAS settings
Selecting the display font
Selecting properties of the line editor
Selecting properties of the Stack
Selecting properties of the equation writer EQW
References
Calculator objects
Chapter Introducing the calculator
Editing expressions in the stack
Creating arithmetic expressions
Result³5*„Ü1+1/7will be shown„ÜR3as follows -2Q3`.5
Resulting…in³5*„Ü1+1/7the output„ÜR3-2Q3`.5
+ y
Creating algebraic expressions
Using the Equation Writer EQW to create expressions
Edited expression*„Ü5+1/3looks as follows
+ 2 ⋅ 5 +
~‚n
Home directory
Organizing data in the calculator
Subdirectories
For this example, the Home
Locks the alphabetic keyboard in lower case. When locked
Variables
Typing variable names
Creating variables
Name Contents Type
3V5K~a12`
³~„r/„Ü
‚å‚é~„r³„ì
Checking variables contents
Using the right-shift key followed by soft menu key labels
Using function Purge in the stack in RPN mode
Using function Purge in the stack in Algebraic mode
Deleting variables
@PURGE@J@@p1@@`
Undo and CMD functions
Choose boxes vs. Soft Menu
We use Show Prog menu list and select Memory ‚¯
Page
Not shown in this screen. To Find it we use
Display now shows
To activate the Order command we press the soft menu key
Operation key, namely Examples in ALG mode
Chapter Calculations with real numbers
Examples of real number calculations
Directly on the stack
For both, ALG and RPN modes, using the Equation Writer
Combination When calculating in the stack in ALG mode
Key. When
RPN mode, enter the number first, then the function, e.g
„¸Page
\„¸45`‚¹
RPN mode
Hyperbolic functions and their inverses
Real number functions in the MTH menu
Pressing shows the remaining options
With units
Units menu
Key or
Page
For Set of units
Available units
Labels will be listed
Key or Keystroke sequence to navigate Through the menus
With the keyboard, e.g.,will produce the entry
Attaching units to numbers
Operations with units
Using Ubase to convert to the default unit 1 m results
12m 3250mi
Different terms in parentheses, e.g
Physical constants in the calculator
@@OK@@-˜
Unit conversions
These operations produce the following output
When selected, constants are shown without units
When selected, constants are shown with units attached
Copies value with or without units to the stack
Exit constants library
Defining and using functions
Like this Display shows what is called a tagged value Here
Which produces
‘LNx+1 + EXPx’
‚@@@H@@
You could try
Entered by using
To work with complex numbers select the CAS complex mode
Setting the calculator to Complex mode
Chapter Calculations with complex numbers
Definitions
Entering complex numbers
Polar representation of a complex number
To enter the unit imaginary number type the I key
Simple operations with complex numbers
Cmplx menu through the MTH menu
Cmplx menus
Cmplx menu in the keyboard
Function Droite equation of a straight line
Functions applied to complex numbers
Reference
Function Droite is found in the command catalog
Entering algebraic objects
Chapter Algebraic and arithmetic operations
Simple operations with algebraic objects
Variable menu
Press To recover
Functions in the ALG menu
@HELP@`
Catalog To complete the operation
To execute the command
Expansion and factoring using trigonometric functions
Expansion and factoring using log-exp functions
Trig menu, triggered by using
Operations with transcendental functions
Functions in the Arithmetic menu
Shows the following menu
Numbers or to polynomials. The remaining options 1. Integer
Polynomials
Horner function
X6-1 = X5-5*X4+25X3-125X2+625X-3125X+5+15624
Pcoef function
Variable
Proot function
Quotient and Remainder functions
Fractions
Peval function
SIMP2 function
Propfrac function
Partfrac function
Fcoef function
Froots function
Step-by-step operations with polynomials and fractions
Reference
Chapter Solution to equations
Symbolic solution of algebraic equations
Function Isol
Function Solve
Page
Function Zeros
Function Solvevx
Numerical solver menu
Polynomial Equations
Enter vector of coefficients
Solve equation
Page
Page
Solving equations with one unknown through NUM.SLV
Financial calculations
Solution shown is X 4.5006E-2
Solution to simultaneous equations with Mslv
Page
Reference
Chapter Operations with lists
Creating and storing lists
Changing sign
Addition, subtraction, multiplication, division
When applied to lists, acts a concatenation operator
Functions‚Napplied to lists
Example
Lists of algebraic objects
Lists of complex numbers
MTH/LIST menu
Inverse 1/x
Calculate summation of elements in the list
Calculate increment among consecutive elements in list
Calculate product of elements in the list
Sorts elements in increasing order
SEQ function, available through the command catalog , takes
SEQ function
MAP function Reference
Entering vectors
Chapter Vectors
Typing vectors in the stack
General row vector Vector Vector of algebraics
Vectors can also be entered by using the matrix writer
Mode Then, ‚íin
Storing vectors into variables in the stack
Stored into variables
WID
Key is used to edit the contents of a selected cell
Cell of the spreadsheet
Key will add a column full of zeros at the location
Function Delete Will delete
Selected
Simple operations with vectors
Addition, subtraction
Used in the following exercises
Absolute value function
Multiplication by a scalar, and division by a scalar
Magnitude
MTH/VECTOR menu
Dot product
Examples
Cross product
Entering matrices in the stack
Chapter Matrices and linear algebra
Typing in the matrix directly into the stack
Display in RPN mode will look very similar to these
Addition and subtraction
Operations with matrices
RPN mode, try the following eight examples
Multiplication
Cij = aik ⋅ bkj , for i = 1,2, , m j = 1,2, , n
Page
Characterizing a matrix The matrix Norm menu
Solution of linear systems
Function DET
Function Trace
Press Following input form will be provide right
Using the numerical solver for linear systems
2x1 + 3x2 -5x3=
Can be written as the matrix equation A⋅x = b, if
@SOLVE
Solution by division of matrices
Solution with the inverse matrix
Graphs options in the calculator
Chapter Graphics
Them simultaneously if in RPN mode Use a range of -4 to
Plotting an expression of the form y = fx
As an example, lets plot the function
Also, check that for x = -1.48 , y =
To recover the menu, and return to the Plot
Here is picture
Press Then
Zoom factor = 0.5. Toggle
You will be returned to normal calculator display
To see the table, press Soft menu key
Suggested early, namely x =
Key simply changes the font in the table from small to big,
Fast 3D plots
Option Decimal Produces x-increments Option Integer
To return to normal calculator display press
Find Fast3D
Values of 10 and 8 for the Step data
You can change Orientation
@EDITL
Press To leave the Edit environment
Reference$
Calc Calculus menu
Chapter Calculus Applications
Limits and derivatives
Function lim
Infinity symbol is associated with Key, .e
Including some limits
Menu within the Calcl menu
Anti-derivatives and integrals
Functions INT, INTVX, RISCH, Sigma and Sigmavx
If and only if, fx = dF/dx, and C = constant
Xdx = F b − F a
⋅ x − x o n
Functions TAYLR, TAYLR0, and Series
Reference
Partial derivatives
Chapter Multi-variate Calculus Applications
Y dA = b Φ x , y dydx =
Multiple integrals
Chapter Vector Analysis Applications
Del operator
Gradient
Divergence
Curl
Alternatively, use function Deriv as follows
Solution to linear and non-linear equations
Chapter Differential Equations
CALC/DIFF menu
Function Ldec
Ldec
Function Desolve
Which can be simplified to
= K1⋅e-3x+ K2⋅e5x + K3⋅e2x + 450⋅x2+330⋅x+241/13500
DESOLVE`
Variable Odetype
Laplace transform and inverses in the calculator
Laplace Transforms
Function FOURIER`
Fourier series for a quadratic function
Where
Exercises. Function Collect is available in the ALG menu
Thus = 1/3, c
Chapter Probability Distributions
MTH/PROBABILITY.. sub-menu part
Factorials, combinations, and permutations
Random numbers
MTH/PROB menu part
„´The Normal distribution
Student-t distribution
F distribution
Chi-square distribution
Entering data‚Ù5
Chapter Statistical Applications
Now
Sample vs. population
Obtaining frequency distributions
Fitting data to a function y = fx
Ƒ3.Fitdata
Can be used
Lines in RPN mode
To access the summary stats… option, use
When that field is selected Statistics
Using Key select all the options for outputs, i.e
Obtaining additional summary statistics
Confidence intervals
Press to obtain the following results
Offers the following options Interpreted as follows
Interval information
@GRAPH
Return to the previous results screen, and/or press
Corresponding interval limits 21.88424 and 24.51576. Press
@@@OK@@@
Select ∝ ≠ 150. Then, press Result is
Base menu
Chapter Numbers in Different Bases
Writing non-decimal numbers
With system flag 117 set to Soft menus, the Base menu shows
@HEX
Using SD cards
Chapter
Storing objects in the SD card
Purging an object from the SD card
Recalling an object from the SD card
Limited Warranty
Service
Rotc = Rest of the country
Canada 905 206-4663 or 800- HP
USA
Regulatory information