HP 49g manuals
Computer Equipment > Calculator
When we buy new device such as HP 49g we often through away most of the documentation but the warranty.
Very often issues with HP 49g begin only after the warranty period ends and you may want to find how to repair it or just do some service work.
Even oftener it is hard to remember what does each function in Calculator HP 49g is responsible for and what options to choose for expected result.
Fortunately you can find all manuals for Calculator on our side using links below.
176 pages 2.86 Mb
5 Chapter 1 – Getting StartedChapter 2 – Introducing the calculator 6 Chapter 3 – Calculations with real numbers7 Chapter 4 – Calculations with complex numbersChapter 5 – Algebraic and arithmetic operations 8 Chapter 6 – Solution to equationsChapter 7 – Operations with lists 9 Chapter 8 – VectorsChapter 9 – Matrices and linear algebra 10 Chapter 10 – GraphicsChapter 11 – Calculus Applications Chapter 12 – Multi-variateCalculus Applications Chapter 13 – Vector Analysis Applications 11 Chapter 14 – Differential EquationsChapter 15 – Probability Distributions Chapter 16 – Statistical Applications 12 Chapter 17 – Numbers in Different BasesChapter 18 – Using SD cards Limited Warranty – W-1 13 Basic OperationsBatteries 14 Turning the calculator on and offAdjusting the display contrast Contents of the calculator’s display 15 MenusThe TOOL menu 16 Setting time and dateIntroducing the calculator’s keyboard 18 Selecting calculator modes19 Operating Mode22 Number Format and decimal dot or comma23 •Standard format:•Fixed format with decimals: 26 Angle Measure27 Coordinate System28 Selecting CAS settings•Press the Hbutton to activate the CALCULATOR MODES input form 29 Explanation of CAS settings•Indep var: The independent variable for CAS applications. Typically, VX = ‘X’ Modulo Numeric Approx Complex •Verbose: If set, provides detailed information in certain CAS operations Step/Step Incr Pow Rigorous Simp Non-Rational Selecting Display modes 30 Selecting the display font31 Selecting properties of the line editor_Small Changes font size to small _Full page Allows to place the cursor after the end of the line _Indent Auto indent cursor when entering a carriage return 32 Selecting properties of the Stack33 Selecting properties of the equation writer (EQW)References 34 Calculator objectsEditing expressions in the stack Creating arithmetic expressions 1.0 + 37 Creating algebraic expressions2L 1 + 38 Using the Equation Writer (EQW) to create expressions40 NOTE41 x + 2∝⋅ ∆ y + e 42 Organizing data in the calculatorThe HOME directory Subdirectories 43 VariablesTyping variable names 44 Creating variablesName Contents Type 47 Checking variables contents49 Deleting variablesUsing function PURGE in the stack in Algebraic mode Using function PURGE in the stack in RPN mode 50 UNDO and CMD functionsCHOOSE boxes vs. Soft MENU 54 Examples of real number calculations57 Using powers of 10 in entering data59 Real number functions in the MTH menuUsing calculator menus: Hyperbolic functions and their inverses 61 Note:Operations with units The UNITS menu 63 Available units64 Attaching units to numbersNote 65 Operations with units67 Unit conversionsPhysical constants in the calculator 69 Defining and using functions71 Reference72 DefinitionsSetting the calculator to COMPLEX mode 73 Entering complex numbersPolar representation of a complex number 74 Simple operations with complex numbers75 The CMPLX menusCMPLX menu through the MTH menu CHOOSE boxes 76 CMPLX menu in the keyboard77 Functions applied to complex numbersFunction DROITE: equation of a straight line 79 Entering algebraic objects80 Simple operations with algebraic objects81 The same results are obtained in RPN mode if using the following keystrokes:82 Functions in the ALG menuTo complete the operation press @@OK@@. Here is the help screen for function COLLECT: 83 For example, for function SUBST, we find the following CAS help facility entry:84 Operations with transcendental functionsExpansion and factoring using log-expfunctions Expansion and factoring using trigonometric functions 85 Functions in the ARITHMETIC menu86 FACTORS:SIMP2:Polynomials The HORNER function HORNER(‘X^3+2*X^2-3*X+1’,2)= {‘X^2+4*X+5, 2, 11} i.e., X3+2X2-3X+1= (X2+4X+5)(X-2)+11.Also HORNER(‘X^6-1’,-5) i.e., X6-1= (X5-5*X4+25X3-125X2+625X-3125)(X+5)+15624 87 The variableThe PCOEF function The PROOT function The QUOTIENT and REMAINDER functions 88 The PEVAL functionFractions The SIMP2 function 89 The PROPFRAC functionThe PARTFRAC function The FCOEF function 90 The FROOTS functionStep-by-stepoperations with polynomials and fractions 92 Symbolic solution of algebraic equationsFunction ISOL 93 Function SOLVE95 Function SOLVEVXFunction ZEROS 96 Numerical solver menu97 Notes:Polynomial Equations 100 Financial calculationsSolving equations with one unknown through NUM.SLV 101 Solution to simultaneous equations with MSLV104 Creating and storing listsOperations with lists of numbers Changing sign 105 Addition, subtraction, multiplication, division106 Functions applied to lists107 Lists of complex numbersLists of algebraic objects The MTH/LIST menu 109 The SEQ functionThe MAP function 110 Entering vectorsTyping vectors in the stack 111 Storing vectors into variables in the stackUsing the matrix writer (MTRW) to enter vectors 114 Simple operations with vectorsChanging sign Addition, subtraction 115 Multiplication by a scalar, and division by a scalarAbsolute value function 116 The MTH/VECTOR menuMagnitude Dot product 117 Cross product118 Entering matrices in the stack119 Typing in the matrix directly into the stack120 Operations with matricesAddition and subtraction 121 Multiplication122 for124 tr(A) = ∑n aii125 an1Using the numerical solver for linear systems 126 , and127 Solution with the inverse matrixSolution by “division” of matrices 128 Graphs options in the calculator129 Plotting an expression of the form y = f(x)f (x) = 1 exp(− x 2 ) 130 Generating a table of values for a function132 Fast 3D plots136 The CALC (Calculus) menuLimits and derivatives Function lim 137 Functions DERIV and DERVX138 ∫f (x)dx = F (x) + C139 f (x)dx = F (b) − F (a)140 ⋅ (x − xo )nFunctions TAYLR, TAYLR0, and SERIES 142 Partial derivatives∂∂x (x cos( y)) = cos( y), ∂∂y (x cos( y)) = −x sin( y) 143 φ (x, y)dA = bg ( x )φ (x, y)dydx 144 grad145 divFcurl 146 The CALC/DIFF menuSolution to linear and non-linearequations 147 Function LDEC148 Function DESOLVEy(x) = 5 ⋅ exp(− x3 / 3) ⋅ (∫ exp(x3 / 3) ⋅ dx + C0 ) 149 The variable ODETYPE150 Laplace TransformsLaplace transform and inverses in the calculator L{ f (t)} F (s) = ∫0 151 f (t) = ∑ cn154 The MTH/PROBABILITY.. sub-menu- partFactorials, combinations, and permutations 1)(n 2)...(n 155 Random numbers156 The MTH/PROB menu - partThe Normal distribution The Student-tdistribution 157 The Chi-squaredistributionThe F distribution 158 Entering dataCalculating single-variablestatistics 160 Obtaining frequency distributions161 Fitting data to a function y = f(x)163 Obtaining additional summary statisticssummary stats… 164 Confidence intervals6. Conf Interval 166 Hypothesis testing169 The BASE menuWriting non-decimalnumbers 171 Using SD cardsStoring objects in the SD card 172 Recalling an object from the SD cardPurging an object from the SD card 174 ServiceEurope Country : Telephone numbers Austria +43-1-3602771203 Belgium +32-2-7126219 Denmark +45-8-2332844 Eastern Europe countries +420-5-41422523 Finland +35-89640009 France +33-1-49939006 Germany +49-69-95307103 Greece Holland +31-2-06545301 Italy +39-0422-303069 Norway +47-63849309 Portugal +351-213-180020 Spain +34-917-820111 Sweden +46-851992065 176 Regulatory informationUSA Reorient or relocate the receiving antenna Relocate the calculator, with respect to the receiver Connections to Peripheral Devices Japan この装置は、情報処理装置等電波障害自主規制協議会(VCCI)の基準 (VCCI) 取扱説明書に従って正しい取り扱いをしてください。
175 pages 2.93 Mb
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