HP 32SII manuals
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When we buy new device such as HP 32SII we often through away most of the documentation but the warranty.
Very often issues with HP 32SII 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 32SII is responsible for and what options to choose for expected result.
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376 pages 2.37 Mb
1 HP 32SIIRPN Scientific Calculator Owner’s Manual 15 Basic Operation17 Getting Started39 The Automatic Memory Stack40 The X–RegisterIs in the DisplayClearing the X–Registerz b 2–2The Automatic Memory Stack 41 Reviewing the stackR¶ (Roll Down) Rµ (Roll Up) The Automatic Memory Stack 2–3 Exchanging the X– and Y–Registersin the Stack 42 Arithmetic–Howthe Stack Does It46 The LAST X Register50 Chain CalculationsWork from the Parentheses Out2–12The Automatic Memory Stack 51 calculated7 y )Pressing the function key produces the answer. This result can be used in further calculations ,sequentially–entered etc.) Calculate 2 ⎟ (3 + 10): 10 Calculates (3 + 10) first Puts 2 before 13 so the division is correct: 2 ⎟ Calculate 4 ⎟ [(14 + (7 ⋅ 3) – 2] : Calculates (7 ⋅ 3) 14 2 Calculates denominator ) Puts 4 before 33 in preparation for division Calculates 4 ⎟ 33, the answer The Automatic Memory Stack 2–13 52 ExercisesCalculate: Solution: y y< Zp 2–14The Automatic Memory Stack 53 Order of CalculationThe Automatic Memory Stack 2–15 54 More ExercisesA Solution: Zp 0p 2–16The Automatic Memory Stack 55 yzyp< The Automatic Memory Stack 2–17 57 Storing Data into Variables65 Real–NumberFunctionsTo Calculate: 66 Power FunctionsResult: _3 z 4–2 Real–NumberFunctions _z 67 TrigonometryEntering π Setting the Angular ModeOption RAD GRAD Real–NumberFunctions 4–3 68 Trigonometric FunctionsKeys:Display:Description: MyQ 4–4 Real–NumberFunctions Programming Note: 69 Hyperbolic FunctionsTo Calculate z7N z7Q z7T z7zL z7zO z7zR Percentage FunctionsReal–NumberFunctions 4–5 70 Note The4–6 Real–NumberFunctions 71 Conversion FunctionsCoordinate ConversionsTo convert between rectangular and polar coordinates: Real–NumberFunctions 4–7 72 y, xθ, rθ,ryExample: Conversion with Vectors 73 Time ConversionsReal–NumberFunctions 4–9 To convert between decimal fractions and minutes–seconds: Example: Converting Time Formats Display:Description: 74 Angle ConversionsTo convert an angle between degrees and radians: 4–10 Real–NumberFunctions Unit conversionsTo Convert: To: Displayed Results: 75 Probability FunctionsFactorial GammaReal–NumberFunctions 4–11 76 Probability MenuPROB Menu Menu Label 4–12 Real–NumberFunctions 77 Example: Combinations of People24 6 Twenty–fourpeople grouped six at a time Q8T Q8T Probability menu {Q,T} 8 )Total number of combinations possible 14 6 {[PROB] {Q,T} 8) Number of combinations of six women on the committee 8 )Brings total number of X–register ) Divides combinations of Real–NumberFunctions 4–13 78 Parts of NumbersNames of Function4–14 Real–NumberFunctions 79 Fractions89 Entering and EvaluatingEquations 111 Solving Equations123 Integrating Equations133 Operations with Comb Numbers141 Base Conversions and Arithmetic149 Statistical Operations150 Entering One–VariableData1.Press zb{Σ} to clear existing statistical data 2.Key in each x–valueand press 3.The display shows n, the number of statistical data values now accumulated To recall a value to the display immediately after it has been entered, press To recall a value to the display z Entering Two–VariableData2. Key in the y–value first and press 3. Key in the corresponding x–valueand press 5. Continue entering x, y–pairs. n is updated with each entry 11–2Statistical Operations 151 Correcting Errors in Data EntryInitial x, y Corrected x, y zb{´} Statistical Operations 11–3 152 Statistical CalculationsStatistics Menus Mean11–4Statistical Operations 153 y–valuesas weights or frequencies. The weights can be integers or non–integersExample: Mean (One Variable) Calculate the mean of the times. (Treat all data as x–values.) Enters the first time Enters the remaining data; six data points accumulated Calculates the mean time to complete the process Example: Weighted Mean (Two Variables) Price per Part (x) $4.25 $4.60 $4.70 S4.10 Price per Part (x) Number of Parts (y) 250 800 900 4.25 6 ) Enters data; displays n 4.6 6 ) 4.7 6 ) Statistical Operations 11–5 º· } 154 Sample Standard DeviationExample: Sample Standard Deviation 11–6Statistical Operations 155 Population Standard DeviationExample: Population Standard Deviation Linear regressionStatistical Operations 11–7 156 L.R. (Linear Regression) Menu{ºˆ } {¸ˆ } º ¸ Example: Curve Fitting X, Nitrogen Applied Y, Grain Yield Keys:Display: Description: 11–8Statistical Operations 157 ºˆ ¸ˆ T P Ez,{P} z,{E} Statistical Operations 11–9 {,{¸ˆ } 158 Limitations on Precision of Data11–10Statistical Operations Normalizing Close, Large Numbers Effect of Deleted Data 159 Summation Values and the Statistics Registers162 Programming163 Simple Programming191 Programming Techniques192 Calling Subroutines (XEQ, RTN)13–2Programming Techniques 193 Nested Subroutines195 Branching (GTO)197 Conditional InstructionsProgramming Techniques 13–7 198 Tests of Comparison (x?y, x?0)The Test Menus Program Lines: 13–8Programming Techniques ! º<¸@ ! ! Tests to see if the correction is significant Displays the calculated value of 199 Flagsset true false Testing a flag Meanings of Flags b{} {&} Flags 0, 1, 2, 3, and Flag 5, when set, will interrupt a program when an overflow occurs Flag 5 is displayed briefly when the program eventually stops Flag Programming Techniques 13–9 200 Flags 7, 8, andClear Set 13–10Programming Techniques 201 If the next program line is a PSE instruction, execution continues after ait doesn't affect automatic prompting during keyboard execution Flag 11 is automatically cleared after evaluation, SOLVE, or Annunciators for Set Flags Programming Techniques 13–11 202 Using FlagsFLAGS Menu Menu Key Example: Using Flags 13–12Programming Techniques 203 Clears flag 0, the indicator for In X. Clears flag 1, the indicator for In YSets flag 0, the indicator for In X. Clears flag 1, the indicator for In Y Clears flag 0, the indicator for In X. Sets flag 1, the indicator for In Y Sets flag 0, the indicator for ln X. Sets flag 1, the indicator for In Y If flag 0 is set ... takes the natural log of the X–input If flag 1 is set ... takes the natural log of the Y–input Programming Techniques 13–13 204 Example: Controlling the Fraction Display13–14Programming Techniques 205 Programming Techniques 13–15c + format (denominator is factor of 16), then shows the fraction f% Message indicates the fraction c + format (denominator is 16), then shows the fraction f{ ) x{} 0 206 Loops210 Indirectly Addressing Variables and LabelsThe Variable "i13–20Programming Techniques 211 The Indirect Address, (i)indirectly If i contains: Then (i) will address: variable A or label A ±26 variable Z or label Z ±27 variable ±28 ±29 ±30 ±31 ±32 ±33 ≥34 or ≤–34or error: # 6L5 error: Programming Techniques 13–21 212 Program Control with (i)Example: Choosing Subroutines With (i) 13–22Programming Techniques 213 If i hold:Then XEQ(i) calls: Example: Loop Control With (i) Programming Techniques 13–23 214 Equations with (i)217 Solving and IntegratingPrograms218 Example: Program Using RPN14–2Solving and Integrating Programs 219 zdz{VG Solving and Integrating Programs 14–3 220 Example: Program Using Equationzdz zH {x KP y KV { KN y KR y 14–4Solving and Integrating Programs {VH 221 Using SOLVE in Program223 Integrating a ProgramTo integrate a programmed function: Select the program that defines the function to integrate: press lower limit upper limit Select the variable of integration and start the calculation: press You can halt a running integration calculation by pressing or f To write a program for ∫ FN; Solving and Integrating Programs 14–7 224 Si (t ) = ∫t( sin x)dx 14–8Solving and Integrating Programs {VS Using Integration in a ProgramExample: ∫ FN in a Program 225 ∫ D e 227 Mathematics Programs265 Statistics Programs297 Appendixes and Reference299 Support, Batteriesand Servicez 300 Environmental LimitsSupport, Batteries, and Service 301 A- 3 picture302 Testing Calculator Operation303 The Self–Test1.Hold down the key, then press 0, at the same time ) 8 Starting at the upper left corner 4.The self–testproduces one of these two results: The calculator displays . if it passed the self–test.Go to step 5.To exit the self–test,reset the calculator (hold down and press -) Support, Batteries, and Service A–5 304 Limited One–YearWarrantyWhat Is Covered What Is Not CoveredANY OTHER IMPLIED WARRANTY OF MERCHANTABILITY OR FITNESS IS LIMITED TO THE ONE–YEAR DURATION OF THIS WRITTEN WARRANTY IN NO EVENT SHALL HEWLETT–PACKARDCOMPANY BE LIABLE FOR CONSEQUENTIAL DAMAGES Consumer Transaction in the United Kingdom 305 If the Calculator Requires ServiceIn the United States: Hewlett–PackardS.A In other countries: Support, Batteries, and Service A–7 306 Service ChargeShipping Instructions Warranty on Service Service Agreements 307 Regulatory InformationWest Germany Noise Declaration Support, Batteries, and Service A–9 309 User Memory and the Stack315 More about Solving331 More about Integration341 Messages345 Operation Index361 Index362 Index–2363 cash flows, 17-1catalogsleaving, 1-3program, 1-21, 12-22using, 1-21variable, 1-21 1-14 checksums equations, 6-21, 12-7, 12-24programs, 12-22 %CHG arguments, 4-7clearing clearing memory, A-4, B-4CLEAR menu, 1-4 F, 9-1, 9-3combinations commas (in numbers), 1-16, A-1comparison tests, 13-7complex numbers coordinate systems, 9-6entering on stack, 9-2operations, 9-1 polynomial roots, 15-22viewing conditional tests, 13-6, 13-7, 13-8, 13-11, 13-16 angle format, 4-11angle units, 4-11coordinates, 4-8, 9-6, 15-1length units coordinates converting, 4-5, 4-8, 15-1transforming correlation coefficient, 11-8, 16-1cosine (trig), 4-4 Decimal mode. See base mode decimal point,, 1-16, A-1degrees angle units, 4-3, A-2converting to radians Index–3 364 Index–4365 Index–5366 Index–6367 Index–7368 Index–8369 Index–9370 Index–10371 Index–11372 Index–12373 Index–13374 Index–14375 Index–15
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