Casio fx-50F manuel d'utilisation

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Malheureusement, peu d'utilisateurs prennent le temps de lire le manuel d’utilisation, et un bon manuel permet non seulement d’apprendre à connaître un certain nombre de fonctionnalités supplémentaires du dispositif acheté, mais aussi éviter la majorité des défaillances.

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Tout d'abord, le manuel d’utilisation Casio fx-50F devrait contenir:
- informations sur les caractéristiques techniques du dispositif Casio fx-50F
- nom du fabricant et année de fabrication Casio fx-50F
- instructions d'utilisation, de réglage et d’entretien de l'équipement Casio fx-50F
- signes de sécurité et attestations confirmant la conformité avec les normes pertinentes

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Habituellement, cela est dû au manque de temps et de certitude quant à la fonctionnalité spécifique de l'équipement acheté. Malheureusement, la connexion et le démarrage Casio fx-50F ne suffisent pas. Le manuel d’utilisation contient un certain nombre de lignes directrices concernant les fonctionnalités spécifiques, la sécurité, les méthodes d'entretien (même les moyens qui doivent être utilisés), les défauts possibles Casio fx-50F et les moyens de résoudre des problèmes communs lors de l'utilisation. Enfin, le manuel contient les coordonnées du service Casio en l'absence de l'efficacité des solutions proposées. Actuellement, les manuels d’utilisation sous la forme d'animations intéressantes et de vidéos pédagogiques qui sont meilleurs que la brochure, sont très populaires. Ce type de manuel permet à l'utilisateur de voir toute la vidéo d'instruction sans sauter les spécifications et les descriptions techniques compliquées Casio fx-50F, comme c’est le cas pour la version papier.

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Tout d'abord, il contient la réponse sur la structure, les possibilités du dispositif Casio fx-50F, l'utilisation de divers accessoires et une gamme d'informations pour profiter pleinement de toutes les fonctionnalités et commodités.

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Table des matières du manuel d’utilisation

  • Page 1

    fx-50F PLUS User's Guide http://world.casio .com/edu/ RCA502903-001V01 E[...]

  • Page 2

    E-1 Getting Started Thank you f or purchasing this CASIO product. k Before using the calculator f or the fi rst time ... Tu rn o ver the calculator and slide it from the hard case as shown in the illustration. Next, slide the hard case onto the back of the calculator . A After you are fi nished using the calculator ... Remov e the hard case from [...]

  • Page 3

    E-2 • The following shows the notation used in the man ual for menu items that appear on the display (which are e xecuted by pressing a number k ey). Example: b (Contrast) The notation in parentheses indicates the menu item accessed by the preceding number key . • The cursor key is marked with arrows indicating direction as sho wn in the illust[...]

  • Page 4

    E-3 Operating Precautions • Be sure to press the O key before using the calculator f or the fi rst time. • Even if the calculator is operating normally , replace the battery at least once every three years. A dead battery can leak, causing damage to and malfunction of the calculator. Nev er leav e a dead battery in the calculator. • The batt[...]

  • Page 5

    E-4 Contents Getting Started ......................................................................................... 1 Before using the calculator f or the fi rst time... .................................................................... 1 Resetting the Calculator to Initial Defaults.............................................................[...]

  • Page 6

    E-5 Coordinate Conv ersion (Rectangular ↔ P olar) ................................................................ 29 Other Functions ................................................................................................................ 31 Using 10 3 Engineering Notation (ENG) ................................................. 33 ENG Cal[...]

  • Page 7

    E-6 Before starting a calculation... k Tu r n i ng On the Calculator Press O . The calculator will enter the calculation mode (page 7) that it was in the last time you turned it off. A Adjusting Display Contrast If the fi gures on the display become hard to read, try adjusting display contrast. 1. Press ! N (SETUP) d b (Contrast). • This will di[...]

  • Page 8

    E-7 Function Colors T o perform the function 7 AT e xt: Red Fr ame: Green Press a and then press the ke y (variable A). In the BASE Mode, press the ke y . 8 LOGIC T e xt: Green In the BASE Mode, press the ke y . k Reading the Display A Input Expressions and Calculation Results This calculator can display both the e xpressions you input and calculat[...]

  • Page 9

    E-8 2. Perf orm one of the following operations to select the calculation mode y ou want. To select this calculation mode: Press this key: COMP (Computation) b (COMP) CMPLX (Complex Number) c (CMPLX) BASE (Base n ) d (BASE) SD (Single V ar iable Statistics) e (SD) REG (P aired V ar iable Statistics) f (REG) PRGM (Program) g (PRGM) • Pressing a nu[...]

  • Page 10

    E-9 The follo wing explains ho w calculation results are display ed in accordance with the setting you specify . • F rom zero to nine decimal places are displa yed in accordance with the number of decimal places (Fix) you specify . Calculation results are rounded off to the specifi ed n umber of digits. Example: 100 ÷ 7 = 14.286 (Fix = 3) 14.29[...]

  • Page 11

    E-10 k Clearing the Calculation Mode and Setup Settings P erform the procedure described below to clear the current calculation mode and all setup settings and initialize the calculator to the f ollowing. Calculation Mode ................................ COMP (Computation Mode) Angle Unit ........................................... Deg (Degrees) Ex[...]

  • Page 12

    E-11 A Omitting the Multiplication Sign Y ou can omit the multiplication sign in the following cases. • Immediately before an open parenthesis: 2 × (5 + 4) • Immediately before a scientifi c function with parentheses: 2 × sin(30), 2 × ' (3) • Before a prefi x symbol (excluding the minus sign): 2 × h123 • Before a v ariable name, [...]

  • Page 13

    E-12 k Editing a Calculation A Insert Mode and Overwrite Mode The calculator has two input modes. The inser t mode inser ts your input at the cursor location, shifting anything to the right of the cursor to make room. The o verwrite mode replaces the ke y operation at the cursor location with your input. Original Expression Pressing + Insert Mode 1[...]

  • Page 14

    E-13 ddd D A Editing a Ke y Operation within an Expression With the inser t mode, use d and e to mov e the cursor to the right of the key operation you want to edit, press D to delete it, and then perform the correct ke y operation. With the ov erwrite mode, mov e the cursor to the ke y operation you want to correct and then perf or m the correct k[...]

  • Page 15

    E-14 d 1 w • Instead of pressing e or d while an error message is display ed to fi nd the location of the error , you could also press A to clear the calculation. Basic Calculations Unless otherwise noted, the calculations in this section can be performed in any of the calculator’ s calculation mode, e xcept for the BASE Mode . k Arithmetic Ca[...]

  • Page 16

    E-15 A Fraction Calculation Examples Example 1: 3 1 4 + 1 2 3 = 4 11 1 2 3 $ 1 $ 4+ 1 $ 2 $ 3 w Example 2: 4 – 3 1 2 = 1 2 4-3 $ 1 $ 2 w Example 3 : 2 3 + 1 2 = 7 6 (F raction Display F or mat: d/c) 2 $ 3+1 $ 2 w Note • If the total number of elements (integer + numerator + denominator + separator symbols) of a fraction calculation result is gr[...]

  • Page 17

    E-16 k P ercent Calculations Inputting a value and with a percent (%) sign mak es the value a percent. The percent (%) sign uses the value immediately bef ore it as the argument, which is simply divided by 100 to get the percentage value . A P ercent Calculation Examples Example 1: 2 % = 0.02 ( 2 1 0 0 ) 2 ! ( (%) w Example 2: 150 × 20% = 30 (150 [...]

  • Page 18

    E-17 Example 8: What is the percentage change when a value is increased from 40 to 46? How about to 48? Inser t Mode (46-40)/40 ! ( (%) w eeee Y 8 w k Degree, Minute, Second (Sexa gesimal) Calculations Y ou can perform calculations using sexagesimal values, and y ou can conv ert between sexagesimal and decimal. A Inputting Sexagesimal V alues The f[...]

  • Page 19

    E-18 Example: T o convert 2.255 to sexagesimal 2.255 w $ $ Calculation History and Replay Calculation history maintains a record of each calculation you perform, including the expressions y ou input and calculation results. Y ou can use calculation histor y in the COMP , CMPLX, and BASE Modes. k Accessing Calculation History The ` symbol in the upp[...]

  • Page 20

    E-19 k Using Replay While a calculation history record is on the display , press d or e to display the cursor and enter the editing mode. Pressing e displays the cursor at the beginning of the calculation expression, while d displays it at the end. After you make the changes y ou want, press w to ex ecute the calculation. Example: 4 × 3 + 2.5 = 14[...]

  • Page 21

    E-20 A Ans Update and Delete Timing When using Ans in a calculation, it is impor tant to keep in mind ho w and when its contents change. Note the following points . • The contents of Ans are replaced whenever y ou perform any of the f ollowing operations: calculate a calculation result, add a value to or subtract a v alue from independent memory [...]

  • Page 22

    E-21 A Inserting Ans into a Calculation Manually Y ou can inser t Ans into a calculation at the current cursor location by pressing the K key . Example 1: To use the result of 123 + 456 in another calculation as shown belo w 123 + 456 = 579 789 – 579 = 210 123+456 w 789- Kw Example 2: To determine the square root of 3 2 + 4 2 , and then add 5 to [...]

  • Page 23

    E-22 Note Pressing m or 1m (M–) while a calculation result is on the display will add it to or subtract it from independent memory . Important! The value that appears on the displa y when you press m or 1m (M–) at the end of a calculation in place of w is the result of the calculation (which is added to or subtracted from independent memory). I[...]

  • Page 24

    E-23 A Clearing the V alue Assigned to a V ariable (to 0) Example: To clear variable A 0 1t (ST O) - (A) A Calculation Example Using V ariables Example: To perform calculations that assign results to variables B and C , and then use the var iables to perform another calculation 9*6+3 1t (ST O) $ (B) 5*8 1t (ST O) w (C) S $ (B) / Sw (C) w k Clearing[...]

  • Page 25

    E-24 k Scientifi c Constants Y our calculator has 40 often-used scientifi c constants built in. Like π and e , each scientifi c constant has a unique display symbol. Scientifi c constants are supported in all modes, except f or the BASE Mode. A Inputting a Scientifi c Constant 1. Press 1 7 (CONST). • This displays page 1 of the scientifi c[...]

  • Page 26

    E-25 1 7 (CONST) ddd 4 ( ε 0 ) 1 7 (CONST) dd 1 ( ƫ 0 ) ) E A Ta b l e of Scientifi c Constants The numbers in the “No. ” column sho w the scientifi c constant menu page number on the left and the number ke y you need to press to select the constant when the proper menu page is display ed. No. Scientifi c Constant Symbol V alue Unit 1-1 Pr[...]

  • Page 27

    E-26 No. Scientifi c Constant Symbol V alue Unit 6-4 A vogadro constant N A 6.0221415×10 23 mol –1 7-1 Boltzmann constant k 1.3806505×10 –23 J K –1 7-2 Molar v olume of ideal gas V m 22.413996×10 –3 m 3 mol –1 7-3 Molar gas constant R 8.314472 J mol –1 K –1 7-4 Speed of light in v acuum C 0 299792458 m s –1 8-1 First r adiation [...]

  • Page 28

    E-27 k Tr igonometric and Inver se T rigonometric Functions sin(, cos(, tan(, sin –1 (, cos –1 (, tan –1 ( A Syntax and Input sin({ n }), cos({ n }), tan({ n }), sin –1 ({ n }), cos –1 ({ n }), tan –1 ({ n }) Example: sin 30 = 0.5, sin –1 0.5 = 30 (Angle Unit: Deg) s 30) w 1 s (sin –1 ) 0.5) w A Notes • These functions can be used[...]

  • Page 29

    E-28 k Hyperbolic and In verse Hyperbolic Functions sinh(, cosh(, tanh(, sinh –1 (, cosh –1 (, tanh –1 ( A Syntax and Input sinh({ n }), cosh({ n }), tanh({ n }), sinh –1 ({ n }), cosh –1 ({ n }), tanh –1 ({ n }) Example: sinh 1 = 1.175201194 w s (sinh) 1) E A Notes • After pressing w to specify a hyperbolic function or 1w to specify [...]

  • Page 30

    E-29 k P ower Functions and P ower Root Functions x 2 , x 3 , x –1 , ^(, ' (, 3 ' (, x ' ( A Syntax and Input { n } x 2 ............................... { n } 2 (Square) { n } x 3 ............................... { n } 3 (Cube) { n } x –1 ............................. { n } –1 (Reciprocal) {( m )}^({ n }) ....................... [...]

  • Page 31

    E-30 A Syntax and Input Rectangular-to-P olar Coordinate Conv ersion (P ol) P ol( x , y ) x : Rectangular coordinate x -value y : Rectangular coordinate y -value P olar-to-Rectangular Coordinate Conv ersion (Rec) Rec( r , Ƨ ) r : P olar coordinate r -value Ƨ : P olar coordinate Ƨ -value Example 1: To conv er t the rectangular coordinates ( &apos[...]

  • Page 32

    E-31 k Other Functions x !, Abs(, Ran#, n P r , n C r , Rnd( The x !, n P r , and n C r functions can be used in the CMPLX Mode, but comple x number arguments are not suppor ted. A Factorial (!) Syntax: { n }! ({ n } must be a natural number or 0.) Example: (5 + 3)! (5+3) 1 X ( x !) E A Absolute V alue (Abs) When you are perf orming a real number c[...]

  • Page 33

    E-32 A P ermutation ( n P r )/Combination ( n C r ) Syntax: { n }P{ m }, { n }C{ m } Example: How many f our-person per mutations and combinations are possible f or a group of 10 people? 10 1 * ( n P r ) 4 E 10 1 / ( n C r ) 4 E A Rounding Function (Rnd) Yo u can use the rounding function (Rnd) to round the value , expression, or calculation result[...]

  • Page 34

    E-33 (Rounded result) *14 E Using 10 3 Engineering Notation (ENG) Engineering notation (ENG) expresses quantities as a product of a positiv e number between 1 and 10 and a power of 10 that is alw ays a m ultiple of three. There are two types of engineering notation, ENG / and ENG , . Function Key Operation ENG / W ENG , 1W ( , ) k ENG Calculation E[...]

  • Page 35

    E-34 Complex Number Calculations (CMPLX) To perform the example oper ations in this section, fi rst select CMPLX ( N 2 ) as the calculation mode. k Inputting Complex Number s A Inputting Imaginary Numbers ( i ) In the CMPLX Mode, the W ke y is used to input the imaginar y number i . Use W ( i ) when inputting complex n umbers using rectangular coo[...]

  • Page 36

    E-35 1E (Re ⇔ Im) Displays imaginary part. ( i symbol turns on during imaginar y par t display . ) A Default Complex Number Calculation Result Displa y Format Y ou can select either rectangular coordinate format or polar coordinate format for complex number calculation results. Imaginary axis Imaginary axis Real axis Real axis Rectangular Coordin[...]

  • Page 37

    E-36 A P olar Coordinate Format ( r ∠ Ƨ ) 1 , (SETUP) eee 2 ( r ∠ Ƨ ) Example 1: 2 × ( ' 3 + i ) = 2 ' 3 + 2 i = 4 ∠ 30 2*( 9 3)+ W ( i ) ) E 1E (Re ⇔ Im) ∠ symbol turns on dur ing display of Ƨ -value. Example 2: 1 + 1 i = 1.414213562 ∠ 45 (Angle Unit: Deg) 1+1 W ( i ) E 1E (Re ⇔ Im) k Conjugate Complex Number (Conjg) Y [...]

  • Page 38

    E-37 Absolute V alue: 1 ) (Abs) 2+2 W ( i ) ) E Argument: 1 ( (arg) 2+2 W ( i ) ) E k Overriding the Default Complex Number Displa y Format Y ou can use the procedures descr ibed below to ov erride the default comple x number display f or mat and specify a par ticular display f ormat for the calculation you are currently inputting. A Specifying Rec[...]

  • Page 39

    E-38 Statistical Calculations (SD/REG) k Statistical Calculation Sample Data A Inputting Sample Data Yo u can input sample data either with statistical frequency turned on (FreqOn) or off (F reqOff). The calculator’ s initial default setting is F reqOn. Y ou can select the input method you want to use with the setup screen statistical frequency s[...]

  • Page 40

    E-39 Example: To input the follo wing data Class V alue ( x ) Frequency (Freq) 24.5 4 25.5 6 26.5 2 24.5 1 , (;) 4 m (DT) m (DT) tells the calculator this is the end of the fi rst data item. 25.5 1 , (;) 6 m (DT) 26.5 1 , (;) 2 m (DT) Frequency Off (FreqOff) In this case, input each individual data item as shown belo w . { x 1 } m (DT) { x 2 } m ([...]

  • Page 41

    E-40 c c When the statistical frequency setting is F reqOn, data is display ed in the sequence: x 1 , F req1, x 2 , F req2, and so on. In the case of F reqOff, it is displa yed in the sequence: x 1 , x 2 , x 3 , and so on. Y ou can also use f to scroll in the rev erse direction. A Editing a Data Sample To edit a data sample, recall it, input the ne[...]

  • Page 42

    E-41 A Deleting All Sample Data P erform the follo wing ke y operation to delete all sample data. 1 9 (CLR) 1 (Stat) E If you do not want to delete all sample data, press A in place of E in the abov e operation. A Statistical Calculations Using Input Sample Data To perform a statistical calculation, input the applicable command and then press E . T[...]

  • Page 43

    E-42 k Pe rforming P aired-variable Statistical Calculations To perform the example oper ations in this section, fi rst select REG ( N 5 ) as the calculation mode. A Regression Calculation T ypes The REG Mode lets you perf orm the seven types of reg ression listed below . The fi gures in the parentheses show the theoretical f ormulas. • Linear [...]

  • Page 44

    E-43 A Inputting Sample Data Frequency On (FreqOn) The follo wing shows the ke y operations required when inputting class values ( x 1 , y 1 ), ( x 2 , y 2 ), ...( xn , yn ), and frequencies F req1, F req2, ... F req n . { x 1 } , { y 1 } 1 , (;) {F req1} m (DT) { x 2 } , { y 2 } 1 , (;) {F req2} m (DT) { xn } , { yn } 1 , (;) {F req n } m (DT) Not[...]

  • Page 45

    E-44 1 2 (S-V AR) 1 (V AR) e 1 E * This is one example of possible calculation results . A REG Mode Statistical Command Reference Sum and Number of Sample Command (S-SUM Menu) y y σ n y σ n – 1 12 3 y y σ n y σ n – 1 12 3 y 14 y 14 ƙ x 2 1 1 (S-SUM) 1 Obtains the sum of squares of the sample x -data. Σ x 2 = Σ x i 2 ƙ x 1 1 (S-SUM) 2 Ob[...]

  • Page 46

    E-45 y σ n 1 2 (S-V AR) 1 (V AR) e 2 Obtains the population standard deviation of the sample y -data. y σ n –1 1 2 (S-V AR) 1 (V AR) e 3 Obtains the sample standard deviation of the sample y -data. y σ n –1 n – 1 = Σ ( y i – y ) 2 y σ n n = Σ ( y i – y ) 2 y σ n n = Σ ( y i – y ) 2 Regression Coeffi cient and Estimated V alue C[...]

  • Page 47

    E-46 Regression Coeffi cient and Estimated Value Commands f or Quadratic Regression (V AR Menu) For details about the f or mula that is ex ecuted by each of these commands , see “Regression Coeffi cient and Estimated V alue Calculation Formula T able” (page 47). a 1 2 (S-V AR) 1 (V AR) ee 1 Obtains constant term a of the regression formula. b[...]

  • Page 48

    E-47 A Regression Coeffi cient and Estimated V alue Calculation Formula T able The follo wing table shows the calculation f or mulas used by the regression coeffi cient and estimated value commands f or each regression calculation type. Linear Regression Command Calculation Formula Regression F ormula Constant T er m a a = n Σ y i – b . Σ x i[...]

  • Page 49

    E-48 Logarithmic Regression Command Calculation Formula Regression F ormula Constant T er m a a = n Σ y i – b . Σ ln x i Regression Coeffi cient b b = n . Σ ( ln x i ) 2 – ( Σ ln x i ) 2 n . Σ ( ln x i ) y i – Σ ln x i . Σ y i Correlation Coeffi cient r r = { n . Σ ( ln x i ) 2 – ( Σ ln x i ) 2 }{ n . Σ y i 2 – ( Σ y i ) 2 } [...]

  • Page 50

    E-49 Command Calculation Formula Estimated V alue m m = ln b ln y – ln a Estimated V alue n n = ab x Po wer Regression Command Calculation Formula Regression F ormula Constant T er m a a = exp () n Σ ln y i – b . Σ ln x i Regression Coeffi cient b b = n . Σ ( ln x i ) 2 – ( Σ ln x i ) 2 n . Σ ln x i ln y i – Σ ln x i . Σ ln y i Corr[...]

  • Page 51

    E-50 Command Calculation Formula Estimated V alue m m = y – a b Estimated V alue n n = a+ x b k Statistical Calculation Examples This section provides some actual e xamples of statistical calculation examples as the y are performed on your calculator . Example 1: The nearby tab le shows the pulse rates of 50 students who attend a high school for [...]

  • Page 52

    E-51 Example 2: The nearby data sho ws how the weight of a newborn at various numbers of da ys after bir th. 1 Obtain the regression f ormula and correlation coeffi cient produced by linear regression of the data. 2 Obtain the regression f ormula and correlation coeffi cient produced by logarithmic regression of the data. 3 Predict the weight 350[...]

  • Page 53

    E-52 Regression Coeffi cient b: 1 2 (S-V AR) 1 (V AR) ee 2 (b) E Correlation Coeffi cient: 1 2 (S-V AR) 1 (V AR) ee 3 (r ) E 3 We i ght Prediction The absolute value of the correlation coeffi cient for logarithmic regression is closer to 1, so perform the weight prediction calculation using logarithmic regression. Obtain ţ when x = 350: 350 1 2[...]

  • Page 54

    E-53 A Example Base- n Calculations Example 1: To select binary as the number base and calculate 1 2 + 1 2 A l (BIN) 1+1 E Example 2: To select octal as the number base and calculate 7 8 + 1 8 A i (OCT) 7+1 E • Inputting an invalid v alue causes a Syntax ERROR. • In the BASE Mode, input of fractional (decimal) values and e xponential values is [...]

  • Page 55

    E-54 k Con ver ting a Displayed Result to another Number Base Pressing x (DEC), M (HEX), l (BIN), or i (OCT) while a calculation result is display ed will conv er t the result to the corresponding number base. Example: To conv er t the decimal value 30 10 to binary , octal, and hexadecimal format Ax (DEC) 30 E l (BIN) i (OCT) M (HEX) k Using the LO[...]

  • Page 56

    E-55 A Example Calculation Using Base- n Specifi cation Example: To perform the calculation 5 10 + 5 16 , and display the result in binary A l (BIN) X (LOGIC) d 1 (d) 5+ X (LOGIC) d 2 (h) 5 E k P erforming Calculations Using Logical Operations and Negative Binary V alues Y our calculator can perform 10-digit (10-bit) binar y logical operations and[...]

  • Page 57

    E-56 A Complement/In version (Not) Returns the complement (bitwise inversion) of a v alue. Example: Not(1010 2 ) = 1111110101 2 X (LOGIC) e 2 (Not) 1010) E A Negation (Neg) Returns the twos complement of a value. Example: Neg(101101 2 ) = 1111010011 2 X (LOGIC) e 3 (Neg) 101101) E Built-in Formulas Y our calculator has 23 built-in formulas for math[...]

  • Page 58

    E-57 E (Prompt for input f or variable a ) Input 8 for v ariable a : 8 E Input 5 for v ariable b : 5 E Input 5 for v ariable c : 5 E • As shown above , the calculation result appears after you assign v alues to all of the required variables . • Pressing E while a calculation result is on the display will re-e xecute the formula from the beginni[...]

  • Page 59

    E-58 A Displaying a Built-in Form ula While inputting values f or the variables of a f or mula, you can displa y the formula by pressing 1 G (LOOK). (V alue Input Screen) 1 G (LOOK) • If the formula is too long to fi t on the displa y use the e ke y to scroll to the right to view the missing par t. • T o clear the formula from the displa y , p[...]

  • Page 60

    E-59 No . 05 Normal Probability Function Q( x ) Uses Hastings’ estimate formula to determine the probability of a standard nor mal distribution Q( x ) illustrated below when the standardiz ed variate ( x ) is known. Important! Since this is an estimate formula, proper precision ma y not be obtainable. No . 06 Coulomb’ s Law Determines the force[...]

  • Page 61

    E-60 No . 10 V oltage Gain Determines the voltage gain ( G ) of an amplifi er circuit when input voltage ( E ) and output voltage ( E´ ) are known. G[ d B] = 20 log 10 ( E ' / E > 0) E ' E () [ d B] G[ d B] = 20 log 10 ( E ' / E > 0) E ' E () [ d B] Units: E and E Ϣ : V , G : d B No . 11 Impedance in an LRC Series Circu[...]

  • Page 62

    E-61 No . 15 Cycle of Simple P endulum Determines the cycle ( T ) of a simple pendulum with a string of length . T = 2 π g ( g : gra vitational acceleration, > 0 ) T = 2 π g ( g : gra vitational acceleration, > 0 ) Units: : m , T : seconds No . 16 Cycle of Spring P endulum Determines the cycle of simple oscillation ( T ) of a spring pendulu[...]

  • Page 63

    E-62 No . 21 Bernoulli’ s Theorem Determines the fi x ed value ( C ) of an inviscid fl uid (steady fl ow , incompressible fl uid) when the fl ow velocity ( v ), location (height) ( z ), specifi c weight ( ρ ), and pressure ( P ) are known. C = v 2 ++ gz 2 1 ρ P ( g : gra vitational acceleration, v , z , ρ , P > 0 ) C = v 2 ++ gz 2 1 ?[...]

  • Page 64

    E-63 k Creating a Program A Creating a New Pr ogram Example: To create a program that con verts inches to centimeters (1 inch = 2.54 cm) ? → A : A × 2.54 1. Press , g (PRGM) to enter the PRGM Mode. 2. Press b (EDIT). Program areas that already contain program data (P1 through P4) Remaining program memory capacity 3. Press the number key that cor[...]

  • Page 65

    E-64 6. After inputting the program, press A or ! 5 (EXIT). • T o run the program you just created, press w here to display the R UN Program screen. For more information, see “Running a Prog ram” below . • T o return to the nor mal calculation screen, press , b to enter the COMP Mode. A Editing an Existing Program 1. Press , g (PRGM) b (EDI[...]

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    E-65 2. Press d (DEL). Program areas that already contain program data (P1 through P4) Remaining program memory capacity 3. Use number keys b through e to select the program area whose progr am you want to delete. • The symbol next to the number of the program area that contained the program y ou just deleted will turn off, and the remaining prog[...]

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    E-66 → (V ariable Assignment) Syntax {expression ; ?} → {v ariable} Function Assigns the value obtained b y the element on the left to the variable on the right. Example A+5 → A : (Separator Code) Syntax {statement} : {statement} : ... : {statement} Function Separates statements. Does not stop program e xecution. Example ? → A : A 2 : Ans 2[...]

  • Page 68

    E-67 Example Lbl 1 : ? → A : A > 0 S ' (A) ^ Goto 1 =, ≠ , > , > , < , < (Relational Operators) Syntax {expression} {relational oper ator} {expression} Function These commands ev aluate the expressions on either side , and return a value of true (1) or false (0). These commands are used in combination with the branching comm[...]

  • Page 69

    E-68 For~T o~Next Syntax For {e xpression (star ting value)} → {variable (control v ariable)} T o {expression (ending value)} : {statement} : ... {statement} : Next : .... Function Execution of the statements from F or to Next repeats as the control variable is incremented by 1 with each e xecution, starting from the star ting value. When the val[...]

  • Page 70

    E-69 Important! With some setup commands, the settings you confi gure remain in effect e ven after you fi nish running the program. Angle Unit Commands Deg, Rad, Gra (COMP , CMPLX, SD , REG) Syntax .. : Deg : .. .. : Rad : .. .. : Gra : .. Operation !, (SETUP) b (Deg) !, (SETUP) c (Rad) !, (SETUP) d (Gra) Function These commands specify the angle[...]

  • Page 71

    E-70 A Clear Commands ClrMemory (COMP , CMPLX, BASE) Syntax .. : ClrMemory : .. Operation ! j (CLR) b (Mem) Function This command clears all variables (A, B , C, D , X, Y , M) to zero. Note To clear a specifi c variable, use 0 → {variable}. ClrStat (SD , REG) Syntax .. : ClrStat : .. Operation ! j (CLR) b (Stat) Function This command clears all [...]

  • Page 72

    E-71 Important! To input a semicolon (;) in the abov e syntax, press ! , (;). T o input a comma (,), press , . Operation l (Inputs DT .) Function Use this command to input one set of sample data. The DT command functions the same wa y as the l ke y ( DT k ey) in the SD Mode and REG Mode. A Functions Not Supported in Programs The follo wing function[...]

  • Page 73

    E-72 Sequence Operation Type Description 7M u l t i plication, Division Omitted Multiplication Sign ×, ÷ Multiplication sign can be omitted immediately before π , e , variables, scientifi c constants (2 π , 5A, π A, 3mp, 2 i , etc.), and parenthetical functions (2 ' (3), Asin(30), etc.) 8A ddition, Subtraction +, − 9R elational Operato[...]

  • Page 74

    E-73 Note When inputting a value in the CMPLX Mode, each v alue takes up two stack lev els: one for the real part and one for the imaginary par t. This means that the numeric stack has only fi ve le vels in the CMPLX Mode. k Calculation Ranges, Number of Digits, and Precision The follo wing table shows the general calculation r ange (value input a[...]

  • Page 75

    E-74 Functions Input Range e x –9.999999999×10 99 < x < 230.2585092 ' x 0 < x < 1×10 100 x 2 | x | < 1×10 50 1/ x | x | < 1×10 100 ; x G 0 3 ' x | x | < 1×10 100 x !0 < x < 69 ( x is an integer) n P r 0 < n < 1×10 10 , 0 < r < n ( n , r are integers) 1 < { n !/( n – r )!} < 1×10 100 [...]

  • Page 76

    E-75 A Recovering fr om an Error Message Y ou can recover from an error message b y performing the ke y operations described below , regardless of the error type. • Press d or e to display the editing screen f or the calculation expression y ou input immediately before the error occurred, with the cursor positioned at the location that caused the[...]

  • Page 77

    E-76 Data Full Cause Y ou are attempting to store sample data in the SD Mode or REG Mode when the allowab le number of data samples are already stored in memory . Action K eep the n umber of data samples within the allowab le limit. For more information, see “Maxim um Number of Input Data Items” on page 38. Go ERROR Cause A program (that you cr[...]

  • Page 78

    E-77 1. Press !A (OFF) to turn off the calculator. To ensure that you do not accidentally turn on the calculator while replacing the battery , slide the hard case into the front of the calculator . 2. On the back of the calculator , remov e the screw and the battery cover . 3. Remove the old battery . 4. After wiping a new battery with a dr y cloth[...]

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    CASIO Europe GmbH Bornbarch 10, 22848 Norderstedt, Germany This mark applies in EU countries only .[...]

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    CASIO COMPUTER CO., L TD. 6-2, Hon-machi 1-chome Shibuya-ku, T okyo 151-8543, Japan SA0603-A Printed in China[...]