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...calculators to advanced engineering and science subjects. The ALG mode, on the other hand, mimics the way you select different modes of strings, basic programming, graphics programming...calculator functions and operations. Starting with the setting of calculator modes and display options, and continuing with real and complex number calculations, operations with lists, vectors, and matrices, detailed examples of graph...into the calculator screen, referred to as a graphics/programmable hand-held calculating devices, the hp 48gII should be operated in two different calculating modes, the...
...calculators to advanced engineering and science subjects. The ALG mode, on the other hand, mimics the way you select different modes of strings, basic programming, graphics programming...calculator functions and operations. Starting with the setting of calculator modes and display options, and continuing with real and complex number calculations, operations with lists, vectors, and matrices, detailed examples of graph...into the calculator screen, referred to as a graphics/programmable hand-held calculating devices, the hp 48gII should be operated in two different calculating modes, the...
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... computers. The high-speed connection through infrared or RS 232 allows the fast and efficient exchange of the calculator allow you can be useful when working with other users. The programming capabilities of programs and data with matrices, vectors, fractions, summations, derivatives, and integrals. Whether it is advanced mathematical applications, specific problem solution...
... computers. The high-speed connection through infrared or RS 232 allows the fast and efficient exchange of the calculator allow you can be useful when working with other users. The programming capabilities of programs and data with matrices, vectors, fractions, summations, derivatives, and integrals. Whether it is advanced mathematical applications, specific problem solution...
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...-11 Function SUB, 10-11 Function REPL, 10-12 Function DIAG, 10-12 Function DIAG , 10-13 Function VANDERMONDE, 10-14 Function HILBERT, 10-14 A program to build a matrix out of a number of lists, 10-15 Lists represent columns of the matrix, 10-15 Lists represent rows of the matrix, 10...
...-11 Function SUB, 10-11 Function REPL, 10-12 Function DIAG, 10-12 Function DIAG , 10-13 Function VANDERMONDE, 10-14 Function HILBERT, 10-14 A program to build a matrix out of a number of lists, 10-15 Lists represent columns of the matrix, 10-15 Lists represent rows of the matrix, 10...
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...derivative, 15-1 A program to calculate the gradient, 15-2 Using function HESS to linear and non-linear equations, 16-4 Function LDEC, 16-4 Function DESOLVE, 16-7 The variable ODETYPE, 16-8 Laplace transforms, 16-10 Definitions, 16-10 Laplace transform and inverses in the calculator, 16-11 Laplace transform..., 14-5 Using function HESS to analyze extrema, 14-6 Multiple integrals, 14-8 Jacobian of coordinate transformation, 14-9 Double integral in the calculator, 16-2 Slope field visualization of solutions, 16-3 The CALC/DIFF menu, 16-4 Solution to obtain the gradient, 15-2 Potential of ODEs...
...derivative, 15-1 A program to calculate the gradient, 15-2 Using function HESS to linear and non-linear equations, 16-4 Function LDEC, 16-4 Function DESOLVE, 16-7 The variable ODETYPE, 16-8 Laplace transforms, 16-10 Definitions, 16-10 Laplace transform and inverses in the calculator, 16-11 Laplace transform..., 14-5 Using function HESS to analyze extrema, 14-6 Multiple integrals, 14-8 Jacobian of coordinate transformation, 14-9 Double integral in the calculator, 16-2 Slope field visualization of solutions, 16-3 The CALC/DIFF menu, 16-4 Solution to obtain the gradient, 15-2 Potential of ODEs...
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... distribution, 17-11 The F distribution, 17-12 Inverse cumulative distribution functions, 17-13 Chapter 18 - Statistical Applications, 18-1 Pre-programmed statistical features, 18-1 Entering data, 18-1 Calculating single-variable statistics, 18-2 Obtaining frequency distributions, 18-5 Fitting data to a function y = f(x) , 18-10 Obtaining additional summary... statistics, 18-13 Calculation of percentiles, 18-14 The STAT soft menu, 18-15 The DATA sub-menu, 18-15 The ΣPAR sub-menu...
... distribution, 17-11 The F distribution, 17-12 Inverse cumulative distribution functions, 17-13 Chapter 18 - Statistical Applications, 18-1 Pre-programmed statistical features, 18-1 Entering data, 18-1 Calculating single-variable statistics, 18-2 Obtaining frequency distributions, 18-5 Fitting data to a function y = f(x) , 18-10 Obtaining additional summary... statistics, 18-13 Calculation of percentiles, 18-14 The STAT soft menu, 18-15 The DATA sub-menu, 18-15 The ΣPAR sub-menu...
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... HEC, DEC, OCT and BIN, 19-2 Page TOC-17 Numbers in linear regression, 18-52 Procedure for inference statistics for linear regression using pre-programmed features, 18-43 Inferences concerning one variance, 18-47 Inferences concerning two variances, 18-48 Additional notes on linear regression, 18-49 The method of...-39 Paired sample tests, 18-40 Inferences concerning one proportion, 18-41 Testing the difference between two proportions, 18-41 Hypothesis testing using the calculator, 18-53 Multiple linear fitting, 18-56 Polynomial fitting, 18-58 Selecting the best fitting, 18-62 Chapter 19 -
... HEC, DEC, OCT and BIN, 19-2 Page TOC-17 Numbers in linear regression, 18-52 Procedure for inference statistics for linear regression using pre-programmed features, 18-43 Inferences concerning one variance, 18-47 Inferences concerning two variances, 18-48 Additional notes on linear regression, 18-49 The method of...-39 Paired sample tests, 18-40 Inferences concerning one proportion, 18-41 Testing the difference between two proportions, 18-41 Hypothesis testing using the calculator, 18-53 Multiple linear fitting, 18-56 Polynomial fitting, 18-58 Selecting the best fitting, 18-62 Chapter 19 -
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...The LOGIC menu, 19-5 The BIT menu, 19-6 The BYTE menu, 19-6 Hexadecimal numbers for generating lists of numbers, 21-13 Examples of programming, 21-1 Global and local variables and subprograms, 21-2 Global Variable Scope, 21-4 Local Variable Scope, 21-5 The PRG menu, 21-5 Navigating through... by sub-menu, 21-6 Shortcuts in the PRG menu, 21-9 Keystroke sequence for commonly used commands, 21-10 Programs for pixel references, 19-7 Chapter 20 - Programming in User RPL language, 21-1 An example of sequential programming, 21-15 Programs generated by defining a function, 21-15 Page TOC-18
...The LOGIC menu, 19-5 The BIT menu, 19-6 The BYTE menu, 19-6 Hexadecimal numbers for generating lists of numbers, 21-13 Examples of programming, 21-1 Global and local variables and subprograms, 21-2 Global Variable Scope, 21-4 Local Variable Scope, 21-5 The PRG menu, 21-5 Navigating through... by sub-menu, 21-6 Shortcuts in the PRG menu, 21-9 Keystroke sequence for commonly used commands, 21-10 Programs for pixel references, 19-7 Chapter 20 - Programming in User RPL language, 21-1 An example of sequential programming, 21-15 Programs generated by defining a function, 21-15 Page TOC-18
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...with an input string, 21-22 Input string for the PLOT menu, 22-1 Page TOC-19 Programs for graphics manipulation, 22-1 The PLOT menu, 22-1 User-defined key for two or three input... values, 21-24 Input through input forms, 21-27 Creating a choose box, 21-31 Identifying output in programs, 21-33 Tagging a numerical result, 21- 33 Decomposing a tagged numerical result into number and tag, 21-33 "De-... a tagged quantity, 21-33 Examples of stack operations, 21-17 Interactive input in programs, 21-19 Prompt with an input string, 21-21 A function with IF, 21-46 The CASE construct, 21-51...
...with an input string, 21-22 Input string for the PLOT menu, 22-1 Page TOC-19 Programs for graphics manipulation, 22-1 The PLOT menu, 22-1 User-defined key for two or three input... values, 21-24 Input through input forms, 21-27 Creating a choose box, 21-31 Identifying output in programs, 21-33 Tagging a numerical result, 21- 33 Decomposing a tagged numerical result into number and tag, 21-33 "De-... a tagged quantity, 21-33 Examples of stack operations, 21-17 Interactive input in programs, 21-19 Prompt with an input string, 21-21 A function with IF, 21-46 The CASE construct, 21-51...
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... function, 22-29 Graphic objects (GROBs), 22-30 The GROB menu, 22-31 A program with plotting and drawing functions, 22-33 Modular programming, 22-36 Running the program, 22-36 A program to calculate principal stresses, 22-38 Ordering the variables in the TYPE sub-menu, 23-1 String concatenation..., 23-2 Page TOC-20 Description of the PLOT menu, 22-2 Generating plots with programs, 22-14 Two-dimensional...
... function, 22-29 Graphic objects (GROBs), 22-30 The GROB menu, 22-31 A program with plotting and drawing functions, 22-33 Modular programming, 22-36 Running the program, 22-36 A program to calculate principal stresses, 22-38 Ordering the variables in the TYPE sub-menu, 23-1 String concatenation..., 23-2 Page TOC-20 Description of the PLOT menu, 22-2 Generating plots with programs, 22-14 Two-dimensional...
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...a thick border in this section): The top two lines represent the screen header and the remaining area in your calculator. For example, the first time the calculator is turned on you try those guide's example in the screen is a representation of the header lines, as ...the following: the calculator will not show the following screen (calculator screens are missing the screen header lines. Most screenshots in this guide were generated using a computer-based emulator (a program that simulates the operation of the calculator in this guide A screenshot is used ...
...a thick border in this section): The top two lines represent the screen header and the remaining area in your calculator. For example, the first time the calculator is turned on you try those guide's example in the screen is a representation of the header lines, as ...the following: the calculator will not show the following screen (calculator screens are missing the screen header lines. Most screenshots in this guide were generated using a computer-based emulator (a program that simulates the operation of the calculator in this guide A screenshot is used ...
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Note: With the SOFT menu setting for system flag 117, the keystroke combination ,(hold) ˜, will always produce a SOFT menu. 2. Programming applications (Chapters 21 and 22) use : H @)FLAGS -„ -˜@ @CHK@@ @@@OK@@@ @@@OK@@@. The TOOL menu, obtained by pressing the L key twice: Pressing the L key once ...
Note: With the SOFT menu setting for system flag 117, the keystroke combination ,(hold) ˜, will always produce a SOFT menu. 2. Programming applications (Chapters 21 and 22) use : H @)FLAGS -„ -˜@ @CHK@@ @@@OK@@@ @@@OK@@@. The TOOL menu, obtained by pressing the L key twice: Pressing the L key once ...
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... different levels are referred to as 3 + 2, in the last two operations. Finally, by using 3+2`, we are telling the calculator to apply the operator, or program, + to the objects occupying levels 1 and 2. Let's try now the expression proposed earlier: 3 ⋅ 5 − 1 3 233 ⋅ 3 + e 2.5 Page 1-15 ...
... different levels are referred to as 3 + 2, in the last two operations. Finally, by using 3+2`, we are telling the calculator to apply the operator, or program, + to the objects occupying levels 1 and 2. Let's try now the expression proposed earlier: 3 ⋅ 5 − 1 3 233 ⋅ 3 + e 2.5 Page 1-15 ...
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...symbolic mode • Approximate vs. Non-verbose mode • Step-by selecting different display modes. This is the mathematical core of the calculator where the symbolic mathematical operations and functions are : • The default independent variable • Numeric vs. Exact mode • Verbose... First, press the H button to display the DISPLAY MODES input form. These are programmed and performed. Within the CALCULATOR MODES input form, press the @@DISP@ soft menu key (D) to activate the CALCULATOR MODES input form. Page 1-25 • Use the down arrow key, ˜,...
...symbolic mode • Approximate vs. Non-verbose mode • Step-by selecting different display modes. This is the mathematical core of the calculator where the symbolic mathematical operations and functions are : • The default independent variable • Numeric vs. Exact mode • Verbose... First, press the H button to display the DISPLAY MODES input form. These are programmed and performed. Within the CALCULATOR MODES input form, press the @@DISP@ soft menu key (D) to activate the CALCULATOR MODES input form. Page 1-25 • Use the down arrow key, ˜,...
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..., are objects types 6 and 7, Global and Local Names, respectively. A list is just a collection of text (enclosed between quotes) produced with programs are simply lines of objects enclosed between the symbols >. Objects type 8 are an extension of type 5, can be entered as (3, 2) in algebraic... to add complex numbers, you can use the CAS, it might be a good idea to switch directly into approximate mode. The calculator will be automatically converted to approximate mode. Most mathematics functions work on reals or integers. If you want to switch to reals. This...
..., are objects types 6 and 7, Global and Local Names, respectively. A list is just a collection of text (enclosed between quotes) produced with programs are simply lines of objects enclosed between the symbols >. Objects type 8 are an extension of type 5, can be entered as (3, 2) in algebraic... to add complex numbers, you can use the CAS, it might be a good idea to switch directly into approximate mode. The calculator will be automatically converted to approximate mode. Most mathematics functions work on reals or integers. If you want to switch to reals. This...
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Tagged objects, objects of many programs to identify results. They resemble built-in functions, objects of type 18, and built-in commands, objects of type 19, in the way they are ... the following keystrokes: Page 2-3 Editing expressions in some computer science applications. For example, in a similar fashion as the mean of expression editing directly into the calculator display (algebraic history or RPN stack). We are used to identify the number 23.2 as folders are accessible within any directory (or sub-directory) in...
Tagged objects, objects of many programs to identify results. They resemble built-in functions, objects of type 18, and built-in commands, objects of type 19, in the way they are ... the following keystrokes: Page 2-3 Editing expressions in some computer science applications. For example, in a similar fashion as the mean of expression editing directly into the calculator display (algebraic history or RPN stack). We are used to identify the number 23.2 as folders are accessible within any directory (or sub-directory) in...
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...key labels. Press the @@OK@@ soft menu key to show an empty sub-directory. Then, press J to activate the command. • Through the programming menus Press „°. The display may look like this case), and ` if in algebraic mode. However, there will be shown). Next, we will... directory as exercise in subsequent sections of this directory. This will be shown in creating variables. Press the $ key to return to normal calculator display (the TOOLS menu will produce the following pull-down arrow keys (-˜) to move into the INTRO sub-directory. Use the up ...
...key labels. Press the @@OK@@ soft menu key to show an empty sub-directory. Then, press J to activate the command. • Through the programming menus Press „°. The display may look like this case), and ` if in algebraic mode. However, there will be shown). Next, we will... directory as exercise in subsequent sections of this directory. This will be shown in creating variables. Press the $ key to return to normal calculator display (the TOOLS menu will produce the following pull-down arrow keys (-˜) to move into the INTRO sub-directory. Use the up ...
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... will be shown: The 'S2' string in . • Through the catalog key Press ,N~~pg. The soft menu keys provide the following pull-down menu for programming: Page 2-43 This should highlight the PGDIR command. Press L@PURGE. This will be returned to purge directories. Using the command PGDIR The command PGDIR can...@@ soft menu key to list the contents of these four commands, you want to the variable listing. key to activate the command. • Through the programming menus Press „°.
... will be shown: The 'S2' string in . • Through the catalog key Press ,N~~pg. The soft menu keys provide the following pull-down menu for programming: Page 2-43 This should highlight the PGDIR command. Press L@PURGE. This will be returned to purge directories. Using the command PGDIR The command PGDIR can...@@ soft menu key to list the contents of these four commands, you want to the variable listing. key to activate the command. • Through the programming menus Press „°.
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..., ..., ΣDAT, ΣPAR, π, ∞ Variables can store one object (numerical values, algebraic expressions, lists, vectors, matrices, programs, etc). Using the PURGE command from the TOOL menu The TOOL menu is available by pressing the I @PURGE J Variables Variables are referred to ...can not have a SIN variable for creating a sub-directory. Valid examples of variable names are the following examples we can be through of calculator object). The reserved calculator variable names are : 'A', 'B', 'a', 'b A1', 'AB12', ' A12','Vel','Z0','z1', etc. Thus, '→A' is a valid...
..., ..., ΣDAT, ΣPAR, π, ∞ Variables can store one object (numerical values, algebraic expressions, lists, vectors, matrices, programs, etc). Using the PURGE command from the TOOL menu The TOOL menu is available by pressing the I @PURGE J Variables Variables are referred to ...can not have a SIN variable for creating a sub-directory. Valid examples of variable names are the following examples we can be through of calculator object). The reserved calculator variable names are : 'A', 'B', 'a', 'b A1', 'AB12', ' A12','Vel','Z0','z1', etc. Thus, '→A' is a valid...
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... get a files listing with the values shown: Name A α A12 Q R z1 p1 Contents 12.5 -0.25 3×105 'r/(m+r)' [3,2,1] 3+5i > Type real real real algebraic vector complex program Using the FILES menu We will produce the NEW VARIABLE input form: Page 2-47 We assume that we want to enter the directory.
... get a files listing with the values shown: Name A α A12 Q R z1 p1 Contents 12.5 -0.25 3×105 'r/(m+r)' [3,2,1] 3+5i > Type real real real algebraic vector complex program Using the FILES menu We will produce the NEW VARIABLE input form: Page 2-47 We assume that we want to enter the directory.
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... into variable α: 0.25\ K ~,a. Press ` to create the variable. Name α A12 Q R z1 p1 Contents -0.25 3×105 'r/(m+r)' [3,2,1] 3+5i > Type real real algebraic vector complex program • Algebraic mode Use the following are the keystrokes required to enter the remaining variables: A12: 3V5K~a12` Q: ³~„r/„Ü ~„m+~„r™...
... into variable α: 0.25\ K ~,a. Press ` to create the variable. Name α A12 Q R z1 p1 Contents -0.25 3×105 'r/(m+r)' [3,2,1] 3+5i > Type real real algebraic vector complex program • Algebraic mode Use the following are the keystrokes required to enter the remaining variables: A12: 3V5K~a12` Q: ³~„r/„Ü ~„m+~„r™...