HP 48gII - Manual

HP 48gII

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Table of Contents:

  • Page 3 – Preface
  • Page 4 – Table of Contents
  • Page 5 – Chapter 3 – Calculations with real numbers
  • Page 6 – Chapter 5 – Algebraic and arithmetic operations
  • Page 7 – Chapter 6 – Solution to equations
  • Page 8 – Chapter 9 – Matrices and linear algebra
  • Page 9 – Chapter 10 – Graphics; Definite; Chapter 12 – Multi-variate Calculus Applications
  • Page 11 – Chapter 17 – Numbers in Different Bases; The BASE menu; Warranty –; Service
  • Page 12 – Basic Operations; Batteries; To install the main batteries; a. Slide up the battery compartment cover as illustrated.; To install the backup battery
  • Page 14 – soft menu keys; Menus
  • Page 15 – CLEAR; Setting time and date; Introducing the calculator’s keyboard
  • Page 17 – MTH; MTH; Selecting calculator modes; button (second key from the left on the second row of keys from
  • Page 18 – Operating Mode
  • Page 20 – stack levels
  • Page 21 – Number Format and decimal dot or comma; Number format
  • Page 22 – Standard format; Fixed format with decimals
  • Page 23 – Scientific format
  • Page 24 – Sci; Engineering format
  • Page 25 – Decimal comma vs. decimal point; Angle Measure
  • Page 27 – Rigorous
  • Page 28 – Explanation of CAS settings; Selecting Display modes
  • Page 29 – Textbook
  • Page 30 – System Fonts; Selecting properties of the line editor; Edit
  • Page 31 – Stack
  • Page 32 – Selecting properties of the equation writer (EQW); dX; EQW; References
  • Page 34 – Calculator objects; reals; Editing expressions in the stack; Creating arithmetic expressions; Fix
  • Page 36 – μ„î
  • Page 37 – Creating algebraic expressions; Exact
  • Page 38 – Using the Equation Writer (EQW) to create expressions; (the third key in the fourth row from the top in the keyboard). The
  • Page 40 – NOTE; in the denominator of
  • Page 41 – LN; combination of Greek and English letters, namely,
  • Page 42 – Organizing data in the calculator; The HOME directory
  • Page 43 – Typing variable names
  • Page 44 – To unlock the upper-case locked keyboard, press; Creating variables; The simplest way to create a variable is by using the; Name Contents; real; Algebraic mode; To store the value of –0.25 into variable
  • Page 46 – RPN mode
  • Page 47 – Checking variables contents; Type these keystrokes:; At this point, the screen looks like this:
  • Page 50 – UNDO and CMD functions; CMD results from the keystroke sequence; CHOOSE boxes vs. Soft MENU; CHOOSE boxes
  • Page 52 – soft MENU
  • Page 53 – To activate the ORDER command we press the
  • Page 54 – Examples of real number calculations; Real
  • Page 57 – Using powers of 10 in entering data
  • Page 59 – Real number functions in the MTH menu; Using calculator menus; Hyperbolic functions and their inverses
  • Page 61 – The UNITS menu
  • Page 63 – Available units
  • Page 64 – Attaching units to numbers; Note; The keystroke sequences to enter units when the; Unit prefixes; corresponding to each prefix:
  • Page 65 – Operations with units
  • Page 67 – Unit conversions; Physical constants in the calculator; constants library
  • Page 69 – Defining and using functions; (associated with the
  • Page 71 – . The other examples shown above can be; Reference
  • Page 73 – Entering complex numbers; . The results in the calculator; Polar representation of a complex number; before or after using CYLIN. Changing to polar shows, and changing
  • Page 74 – Simple operations with complex numbers; Complex
  • Page 75 – The CMPLX menus; CMPLX menu through the MTH menu
  • Page 76 – : not all lines will be visible when done with the; CMPLX menu in the keyboard; . With system flag 117 set to CHOOSE
  • Page 77 – Functions applied to complex numbers; : not all lines will be visible in the screen of your; Function DROITE: equation of a straight line; Function DROITE takes as argument two complex numbers, say, x
  • Page 78 – Function DROITE is found in the command catalog (
  • Page 79 – So’; Entering algebraic objects
  • Page 80 – Simple operations with algebraic objects; The keystrokes corresponding to RPN mode are:
  • Page 82 – Functions in the ALG menu
  • Page 84 – Operations with transcendental functions; well as trigonometric functions (; Expansion and factoring using log-exp functions; The; Expansion and factoring using trigonometric functions; The TRIG menu, triggered by using
  • Page 85 – Functions in the ARITHMETIC menu
  • Page 86 – FACTORS:; Polynomials; The HORNER function
  • Page 87 – and P
  • Page 88 – : you could get the latter result by using PARTFRAC:; The PEVAL function; given an array of coefficients [; Fractions; The SIMP2 function
  • Page 90 – The FROOTS function; Step-by-step operations with polynomials and fractions
  • Page 92 – Symbolic solution of algebraic equations; Function ISOL; Equation
  • Page 93 – with the; Function SOLVE
  • Page 94 – : not all lines will be visible when done with the exercises in the
  • Page 96 – Numerical solver menu; This produces a drop-
  • Page 97 – Polynomial Equations; Solve poly...; Finding the solutions to a polynomial equation
  • Page 100 – Function STEQ
  • Page 102 – Solution to simultaneous equations with MSLV; Function MSLV is available in the
  • Page 104 – Creating and storing lists; To create a list in ALG mode, first enter the braces key; Operations with lists of numbers; Changing sign; : Directories TRIANG and MES1 resulted from a previous exercise.
  • Page 106 – concatenation; Functions applied to lists; Real number functions from the keyboard (ABS, e
  • Page 107 – ABS; Lists of complex numbers
  • Page 109 – The SEQ function; The SEQ function, available through the command catalog (; The MAP function; The MAP function, available through the command catalog (
  • Page 110 – Entering vectors; Typing vectors in the stack
  • Page 111 – the calculator shows the vector elements separated by spaces.; Storing vectors into variables in the stack; Vectors can also be entered by using the matrix writer
  • Page 112 – WID; Moving to the right vs. moving down in the matrix writer
  • Page 114 – Simple operations with vectors; Addition, subtraction
  • Page 116 – ) contains a menu of functions that specifically to; Magnitude
  • Page 117 – Cross product
  • Page 118 – Entering matrices in the stack; Using the matrix editor; . Make sure that the option
  • Page 119 – Typing in the matrix directly into the stack
  • Page 120 – Operations with matrices; Addition and subtraction
  • Page 121 – Multiplication; Multiplication by a scalar
  • Page 122 – Matrix multiplication; Matrix multiplication is defined by; for
  • Page 124 – Characterizing a matrix (The matrix NORM menu); . This menu is described in detail in Chapter 10 of the; Function DET; A system of
  • Page 125 – Using the numerical solver for linear systems
  • Page 126 – and
  • Page 128 – Graphs options in the calculator; Please notice that if you are using the; window, which includes the; field as illustrated
  • Page 129 – Plotting an expression of the form
  • Page 130 – LL; Generating a table of values for a function
  • Page 131 – Type; Start
  • Page 132 – Fast 3D plots
  • Page 136 – Function lim; The calculator provides function
  • Page 137 – lim; . In RPN mode, enter the function first, then the expression; : not all lines will be visible when done; Functions DERIV and DERVX
  • Page 138 – Anti-derivatives and integrals; dx
  • Page 139 – Definite integrals
  • Page 140 – Infinite series; by
  • Page 143 – : not all lines will be visible when done with the exercises
  • Page 144 – Multiple integrals; dydx
  • Page 145 – The del operator; Gradient; The gradient of a scalar function; Function HESS can be used to obtain the gradient of a; of the function with respect to the n-variables,; grad; visualize in the RPN mode. Consider as an example the function
  • Page 146 – Divergence; The divergence of a vector function,; divF; Function DIV can be used to calculate the divergence of a; Curl; The curl of a vector field; curl; . The curl of vector field can be calculated with function CURL.
  • Page 147 – Solution to linear and non-linear equations
  • Page 148 – Function LDEC; the right-hand side of the ODE
  • Page 149 – Function DESOLVE; DE O
  • Page 150 – The variable ODETYPE; μμ
  • Page 151 – Laplace Transforms; in step 2 into the solution to the differential equation f(t).; Laplace transform and inverses in the calculator; dt
  • Page 152 – ILAP; Fourier series; in; Function FOURIER; Function FOURIER provides the coefficient c; Fourier series for a quadratic function; Determine the coefficients c
  • Page 155 – . With system flag 117 set to CHOOSE boxes, the; Factorials, combinations, and permutations
  • Page 156 – Random numbers
  • Page 157 – and select the PROBABILITY option:; The Normal distribution; and variance
  • Page 161 – Obtaining frequency distributions
  • Page 164 – Obtaining additional summary statistics; summary stats...
  • Page 167 – Hypothesis testing; Conf Interval
  • Page 170 – The BASE menu is accessible through; Writing non-decimal numbers; ) in the calculator. To select the current
  • Page 172 – Warranty; hp 48gII Graphing Calculator Warranty period: 12 months
  • Page 173 – Europe
  • Page 175 – Regulatory information; USA; Reorient or relocate the receiving antenna.; Connections to Peripheral Devices; この装置は、情報処理装置等電波障害自主規制協議会
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Summary

Page 3 - Preface

Preface You have in your hands a compact symbolic and numerical computer that will facilitate calculation and mathematical analysis of problems in a variety of disciplines, from elementary mathematics to advanced engineering and science subjects. The present Guide contains examples that illustrate t...

Page 4 - Table of Contents

Page TOC-1 Table of Contents Chapter 1 – Getting Started , 1-1 Basic Operations , 1-1 Batteries, 1-1 Turning the calculator on and off, 1-2 Adjusting the display contrast, 1-2 Contents of the calculator’s display, 1-2 Menus, 1-3 The TOOL menu, 1-3 Setting time and date, 1-3 Introducing the calculato...

Page 5 - Chapter 3 – Calculations with real numbers

Page TOC-2 Creating algebraic expressions, 2-4 Using the Equation Writer (EQW) to create expressions , 2-5 Creating arithmetic expressions, 2-5 Creating algebraic expressions, 2-8 Organizing data in the calculator , 2-9 The HOME directory, 2-9 Subdirectories, 2-9 Variables , 2-10 Typing variable nam...

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