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Citizen SR-270X College manuel d'utilisation

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Les règles imposent au revendeur l'obligation de fournir à l'acheteur, avec des marchandises, le manuel d’utilisation Citizen SR-270X College. Le manque du manuel d’utilisation ou les informations incorrectes fournies au consommateur sont à la base d'une plainte pour non-conformité du dispositif avec le contrat. Conformément à la loi, l’inclusion du manuel d’utilisation sous une forme autre que le papier est autorisée, ce qui est souvent utilisé récemment, en incluant la forme graphique ou électronique du manuel Citizen SR-270X College ou les vidéos d'instruction pour les utilisateurs. La condition est son caractère lisible et compréhensible.

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Le mot vient du latin "Instructio", à savoir organiser. Ainsi, le manuel d’utilisation Citizen SR-270X College décrit les étapes de la procédure. Le but du manuel d’utilisation est d’instruire, de faciliter le démarrage, l'utilisation de l'équipement ou l'exécution des actions spécifiques. Le manuel d’utilisation est une collection d'informations sur l'objet/service, une indice.

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 Citizen SR-270X College devrait contenir:
- informations sur les caractéristiques techniques du dispositif Citizen SR-270X College
- nom du fabricant et année de fabrication Citizen SR-270X College
- instructions d'utilisation, de réglage et d’entretien de l'équipement Citizen SR-270X College
- 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 Citizen SR-270X College 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 Citizen SR-270X College et les moyens de résoudre des problèmes communs lors de l'utilisation. Enfin, le manuel contient les coordonnées du service Citizen 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 Citizen SR-270X College, 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 Citizen SR-270X College, l'utilisation de divers accessoires et une gamme d'informations pour profiter pleinement de toutes les fonctionnalités et commodités.

Après un achat réussi de l’équipement/dispositif, prenez un moment pour vous familiariser avec toutes les parties du manuel d'utilisation Citizen SR-270X College. À l'heure actuelle, ils sont soigneusement préparés et traduits pour qu'ils soient non seulement compréhensibles pour les utilisateurs, mais pour qu’ils remplissent leur fonction de base de l'information et d’aide.

Table des matières du manuel d’utilisation

  • Page 1

    File name: HDBR100DE04_Cover _front version : 2011/03/02 SIZE:140x75mm P ARTS NO. HDBR100DE04 (SR100D)[...]

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    E – 1 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 General Guide ................................................. 3  T urning on or off............................................. 3  Battery replacement ....................................... 3  Auto power-off function ................................. 3 ?[...]

  • Page 3

    E – 2 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31  Probability .................................................... 14  Division with Quotient and Remainder ........ 14  Using CALC .................................................. 15  Other functions ( √ , 3 , X , x -1 , x 2 , x 3 , x y , Abs, RND, PP[...]

  • Page 4

    E – 3 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 General Guide  Turning on or off To turn the calculator on, press [ ON ]; To turn the calculator off, press [ 2nd ] [ OFF ].  Battery replacement The calculator is a dual pow er system which is pow ered by one button-type battery ( G13 or L1154) and a solar cel[...]

  • Page 5

    E – 4 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31  Display readout The display comprises the entry line, the result line, and indicators. D 12369x 7532x 10 32 9 . 3 163308 x1 0 39 Entr y line In d i c at o r Result l in e Ma th c Entry line The calculator displ ays an entry of up to 99 digits. Entries begin on th[...]

  • Page 6

    E – 5 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 EQN : Use this mode to solve simultaneous linear equati ons with two or thr ee unknowns. TABLE : Use this mode to display a defined function in a tabular form. VERIF : Use this mode to perform the numerical comparison and check. PROP : Use this mode to perform ratio [...]

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    E – 6 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 W CONT X : Contrast Adjustment  Using Math Mode Press [ 2nd ] [ SET UP ] [ 1 ] to enter Math mode. W hile in math mode, the values for functions such as e d , A c b , log a b, Abs, 10 x , e X , √ , 3 , X 2 , X 3 , X 1 − , X y , x ....can be entered and display[...]

  • Page 8

    E – 7 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 You can continue moving the cursor by [ W ] or [ X ] to display previous input steps and editing v alues or commands for subsequent execution. See Exampl e 4. The operation records in Memory are clear ed each time when you turn off the calculator, press [ ON ] key, p[...]

  • Page 9

    E – 8 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31  Order of opera tions Each calculation is performed from left to rig ht and in the following order of precedence: 1) Ex pression inside parentheses. 2) Functi ons with parentheses: P R, R P, PPCM, PGC D sin, cos, tan, sin –1 , cos –1 , tan –1 , sinh, cosh, t[...]

  • Page 10

    E – 9 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 tanh x 0 ≦ x < 1 x 10 100 sinh –1 x 0 ≦ x < 5 x 10 99 cosh –1 x 1 ≦ x < 5 x 10 99 tanh –1 x 0 ≦ x < 1 log x, ln x 0 < x < 1 x 10 100 10 x –1 x 10 100 ＜ x ＜ 100 e x –1 x 10 100 ＜ x ≦ 230.2585092 x 0 ≦ x < 1 x 10 100 x 2[...]

  • Page 11

    E – 10 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 ST A T 1 – VAR : a. n ≦ 80 lines (when FREQ column is OFF) b. n ≦ 40 lines (when FREQ column is ON) 2 – VAR : a. n ≦ 40 lines (when FREQ column is OFF) b. n ≦ 26 lines (when FREQ column is ON)  Error conditions Error message will appear on the display[...]

  • Page 12

    E – 11 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 Results equal to or gr eater than 10 10 or results less than 10 –9 are displayed in ex ponential form. See Example 9.  Parentheses calculation s Operations inside parentheses are alw ays executed first. The calculator Math mode can use up to 24 lev els and Line[...]

  • Page 13

    E – 12 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31  A nsw er Function Answer function stores the most recently calculated result. It is retained even after the power is turned off. Once a numeric value or numeric expression i s entered and [ M+ ], [ 2nd ] [ M– ], [ RCL ], [ 2nd ] [ STO ] or [ = ] is pressed, th[...]

  • Page 14

    E – 13 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 (Note) : 1. “ ” next to the resulting fraction signifies that the fraction is not yet in simplest form. 2. “Fraction irreduc” appears that further simplification is impossible.  A ngle unit conversions The angle unit ( Deg , Rad , Grad ) is set by pressin[...]

  • Page 15

    E – 14 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31  Coordinates t ransformation Rectangular Coordinates Polar Coordinates x + y i = r (c os θ + i sin θ ) (Note) : When using those keys, make sure the calc ulator is set for the angle unit you w ant. The calculator can perform the conversion between rectang ular [...]

  • Page 16

    E – 15 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31  Using CA LC CALC function lets you tempor arily store a mathematical ex pression that contain variables, w hich you can then recall and execute in the COMP Mode. The follow ing describes the types of expressi ons you can save with CALC . See Example 38. 1) Expre[...]

  • Page 17

    E – 16 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 3: _+CX 2 Quadratic Regression Y = A + BX + C X 2 4: ln X Logarithmic R egression Y = A + B lnX 5: e ^X e Exponential Regression Y = A • e BX 6: A•B^ X ab Exponential Regression Y = A • B X 7: A•X^ B Power Regression Y = A • X B 8: 1/X Inverse Regressi on [...]

  • Page 18

    E – 17 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 n [5: Var] [ 1 ] Number of the x values entered x [5: Var] [ 2 ] Mean of the x values x σ n [5: Var] [ 3 ] Population standard deviation of x values x σ n-1 [5: Var] [ 4 ] Sample standard deviation of x values minX [6: MinMax] [ 1 ] Minimum of x-value maxX [6: Min[...]

  • Page 19

    E – 18 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 For Quadratic Regression ( _+CX 2 ) only : C [7: Reg] [ 3 ] Qua dra tic co effi cie nt C of the re gr ess ion coefficients 1 ˆ x [7: Reg] [ 4 ] Estimated value of x1 2 ˆ x [7: Reg] [ 5 ] Estimated value of x2 y ˆ [7: Reg] [ 6 ] Estimated value of y You also can a[...]

  • Page 20

    E – 19 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 You can use the follow ing procedure in the EQN mode to solve simultaneous linear equati ons with two or three unknowns. 1. Press [ MODE ] [3] [1] or [ MODE ] [3] [2]. 2. Enter the value for each coefficient (a 1 , etc.) and press [ = ].  To change a coefficient [...]

  • Page 21

    E – 20 File name : SR100DCollege_E nglish_text_0531_f inal.doc version : 10/05/31 KEY IN DISPLA Y [ 2nd ] [ VERIFY ] 1 : = 3: > 5: ≧ 2: ≠ 4: < 6: ≦ Proportionality Calculat ions Use PROP ( [ MODE ] 6 ( PROP ) ) mode for proportionality calculation. The PROP mode lets you determine the val ue of X in the proportionality expression a:b=[...]

  • Page 22

    EX – 1 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 Example Example 1 ¾ 【 Math 】 : 1 3 2 + 6 5 = 2 5 Math D S 1 + 3 2 6 5 [ 2nd ] [ A c b ] 1 [ X ] 2 [ T ] 3 [ X ] [ + ] [ e d ] 5 [ T ] 6 [ X ] [ = ] 2 5 Example 2 ¾ 【 Math 】 : ( 1+ 2 ) 2 x 2= 6 + 4 2 Math D S ( 1 + 2 ) 2 x2 [ ( ] 1 [ + ] [ ] 2 [ X ] [ [...]

  • Page 23

    EX – 2 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 Math D S 12 x 4 57 ▍ [ X ] [ X ] [ X ] [ X ] [ DEL ] 7 Math D S 12 x 4 57 [ = ] 5484 Example 5 ¾ (1) 【 Math 】 : Put the value 30 into var iable A Math D S 30 Æ A 30 [ 2nd ] [ STO ] [ A ] 30 ¾ (2) 【 Math 】 : Multiply 5 to v ariable A, then put the r[...]

  • Page 24

    EX – 3 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 Math D S 0 Æ M 0 [ 2nd ] [ STO ] [ M ] 0 Example 7 ¾ 【 Math 】 : 7 + 5 x 4 = 27 Math D S 7+5 x 4 7 [ + ] 5 [ x ] 4 [ = ] 2 7 Example 8 ¾ 【 Math 】 : 2.75 x 10 – 5 = 400000 11 Math D S 2 . 7 5 x 1 0 - 5 2.75 [ x10 x ] [ (–) ] 5 [ = ] 400000 11 ¾ ?[...]

  • Page 25

    EX – 4 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 Example 11 ¾ 【 Math 】 : ( 2 + 3 ) x 10 2 = 500 Math D S (2 + 3) x x1 0 2 [ ( ] 2 [ + ] 3 [ ) ] [ x ] [ x1 0 x ] 2 [ = ] 5 00 Example 12 ¾ 【 Math 】 : 120 x 30 % = 36 Math D S 120 x 30 % 120 [ x ] 30 [ 2nd ] [ % ] [ = ] 36 Example 13 ¾ 【 Math 】 : 8[...]

  • Page 26

    EX – 5 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 D S 6 7 [ ENG ] 8 5 7 . 142857 1x1 0 –3 D S 6 7 [ 2nd ] [ e ENG ] [ 2nd ] [ e ENG ] 0 . 0 008571 42x 1 0 3 D S 6 7 [ F _` D ] 6 7 Example 15 ¾ 【 Math 】 : 123 + 456 = 579 ´ 789 – 579 = 210 M a t h D S 123+ 456 [ 2nd ] [ SET UP ] [ 1 ] (MthIO) 123 [ + ][...]

  • Page 27

    EX – 6 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 Example 19 ¾ 【 Line 】 : 5 . 4 2 1 4 2 9 4 2 4 = = = D S 4 2 4 4 [ d / e ] 2 [ d / e ] 4 [ = ] 9 2 D S 4 2 4 [ 2nd ] [ A b / c _` d / e ] 4 1 2 D S 4 2 4 [ F _` D ] 4 . 5 D S 4 2 4 [ F _` D ] 9 2 Example 20 ¾ 【 Line 】 : 55 . 12 75 . 3 5 4 8 = + D S 8 4[...]

  • Page 28

    EX – 7 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 D S 31 9 ► Sim p After 2 second 31 9 Example 22 ¾ 【 Line 】 : 163 64 326 128 = (F=2) D Non simplifiable [A C ] ： Ca n c e l 128 [ d / e ] 326 [ 2nd ] [ SIMP ] 9 [ = ] [ W ][ X ] ： Go t o D S 12 8 326 ► Si m p F= 2 [ ◄ ] [ DEL ] [ = ] 64 163 Exampl[...]

  • Page 29

    EX – 8 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 Example 25 ¾ 【 Line 】 : 2 { 45 l 10.5 l l + 25 l 30 l l = 3.17791666667 D S 2  45  10 . 5  +0  25 Z 2 [ DMS ] 45 [ DMS ] 10.5 [ DMS ] [ + ] 0 [ DMS ] 25 [ DMS ] 30 [ DMS ] [ = ] 3 { 10 l 40 . 5 l l D S 2  45  10 . 5  +0  25 Z [ 2nd [...]

  • Page 30

    EX – 9 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 Example 30 ¾ 【 Line 】 : sinh –1 7 = 2.644120761 D S sin h –1 (7 [ HYP ] [ 4 ] (sinh –1 ) 7 [ = ] 2 . 6 44120761 Example 31 ¾ 【 Line 】 : If x = 5, y = 30, w hat are r , ? Ans : r = 30.41381265, = 80.53767779 o D S Po l ( 5 , 30 r = 3 0 . 4 138126[...]

  • Page 31

    EX – 10 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 Example 35 ¾ 【 Math 】 : 5 ! = 120 Math D S 5! 5 [ 2nd ] [ x ! ] [ = ] 120 Example 36 ¾ 【 Line 】 : Generates a random number between 0.000 ~ 0.999 D S Ra n # [ 2nd ] [ SET UP ] [ 2 ] (LineIO) [ 2nd ] [ RANDM ] [ = ] 0 . 44 9 Example 37 ¾ 【 Line 】[...]

  • Page 32

    EX – 11 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 Example 39 ¾ 【 Line 】 : 8 . 0 .25 1 1 = D S 1 . 25 –1 1.25 [ x -1 ] [ = ] 0 . 8 Example 40 ¾ 【 Line 】 : 139 = 5 + 125 + 21 + 4 + 2 3 3 2 D S 2 2 + √ ( 4 +21)+ 3 (1 Z 2 [ x 2 ] [ + ] [ √ ] 4 [ + ] 21 [ ) ] [ + ] [ 2nd ] [ 3 ] 125 [ ) ] [ + ] 5 [[...]

  • Page 33

    EX – 12 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 Example 44 ¾ 【 Math 】 : PPCM ( 12, 56 ) = 168 M a t h D S PPC M ( 1 2 , 56 [ 2nd ] [ PPCM ] 12 [ 2nd ] [ ， ] 56 [ = ] 16 8 Example 45 ¾ 【 Math 】 : PGCD ( 12 , 56 ) = 4 M a t h D S PGCD ( 1 2 , 56 [ 2nd ] [ PGCD ] 12 [ 2nd ] [ ， ] 56 [ = ] 4 Examp[...]

  • Page 34

    EX – 13 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 M a t h D S DISP Bx 1 3 [ = ] 195 M a t h D S 180 ÷ B [ = ] 12 Example 49 ¾ Enter X and Y f or the followi ng data using linear regr ession (A+BX), then find out n= 8, x = 2.875, y = 6.875, x σ n = 1.053268722, y σ n-1= 1.125991626, maxX = 4. Σ x 2 = 75, [...]

  • Page 35

    EX – 14 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 ST AT D x [ 2nd ] [ ST A TV AR ] [ 5 ] [ 2 ] [ = ] 2 . 875 ST AT D y [ 2nd ] [ ST A TV AR ] [ 5 ] [ 5 ] [ = ] 6 . 875 S T A T D x σ n [ 2nd ] [ ST A TV AR ] [ 5 ] [ 3 ] [ = ] 1 . 0 53268722 ST AT D y σ n- 1 [ 2nd ] [ ST A TV AR ] [ 5 ] [ 7 ] [ = ] 1 . 125991[...]

  • Page 36

    EX – 15 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 M a t h D a b c 1 3 5 5 2 1 - 4 1 3 3 [ = ] 5 [ = ] 5 [ = ] 1 [ = ] [ (-) ] 4 [ = ] 13 [ = ] 13 M a t h D T X= [ = ] 5 M a t h D S Y= [ = ] -2 Example 51 ¾ 【 Math 】 : 3 Z , 2 Y , 1 X 13 Z Y 7 X 2 2 Z Y 3 X 5 23 Z 6 Y 2 X = = = ⇒ ⎪ ⎩ ⎪ ⎨ ⎧ = ?[...]

  • Page 37

    EX – 16 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 Example 52 Math D f ( X ) = ▍ [ MODE ] [ 4 ] ( T ABLE ) Math D f ( X ) =2X 2 +X+ 1 ▍ 2 [ ALPHA ] [ X ] [ X 2 ] [ + ] [ ALPHA ] [ X ] [ + ] 1 Math D St a r t ? [ = ] 1 Math D En d ? 5 [ = ] 5 Math D St e p? 20 [ = ] 1 Math D XF ( X ) 1 5 5 6 2 8 13 7 31 1 2[...]

  • Page 38

    EX – 17 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23 Example 54 ¾ 【 Line 】 : 1 in = 2.54 cm, get 10 in = 25.4 cm 1 : a/b = X / d [ 2nd ] [ SET UP ] 2 (LineIO) [ MODE ] [ 6 ] ( PROP ) 2 : a/b = c / X D abc [ 0 0 0] a/b = c / X 2 (a/b=c/X) 0 D abc [ 1 2 . 54 1 0 ] a/b = c / X 1 [ = ] 2.54 [ = ] 10 [ = ] 10 D [...]

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    EX – 18 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23[...]

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    EX – 19 File name : SR100DCollege_E_Example_1 10302_HDBR100DE04.doc version : 10/1 1/23[...]

  • Page 41

    File name: HDBR100DE04_Cover _back version : 2011/03/02 SIZE:140x75mm P ARTS NO. HDBR100DE04 (SR100D)[...]