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.Contents fi 2. Manual Calculations 2.1 Basic Calculations About the Power Supply . Arithmetic operations Replacing batteries T § Parenthesis calculations . Auto Rawer Off function 8 Memory calculations Reset operation .. 10 Specifying the number of decimal places, the number of significant Handling Precautions digits and the exponent display 2-2 Special Functions . 1. General Guide {Ans) function .
3. Graphs 3-1 Built-in Function Grabs Overdrawing built-in function graphs 3-2 User Generated Graphs Range parameters .. User generated function graphs Function graph overdraw Zoom function Rage function Plot function . Line function Graph scroll function 3-3 Some Graphing Examples . 3-4 Single-Variable Statistical Graphs . Drawing single-variable statistical graphs . 3-5 Paired-Variable Statistical Graphs Drawing paired-variable statistical graphs . 4.
l About the Power Supply E : E Replacing batteries Precautions: Incorrectly using batteries can cause them to burst or leak, possibly damaging the interior of the unit. Note the following precautions: *Be sure that the positive (£ and negative 2 poles of each battery are facecloth bt A ing in the proper direction. %%54% *Never mix batteries of different types. *Never mix old batteries and new ones. *Never leave dead batteries in the battery compartment.
M Auto Power Off function The power of the units automatically switched off approximately & minutes fate; -foundling Precautions he fast key operation {except during program calculate @ insulation. On i Power can be restored by pressing the 88 key. (Numeric valueless . grams or calculation modes are Unaffected when power is switched off, )s, preset operation ¢ Strong external electrostatic. charges. can. cause. this calculator-t o malfunction.
General Guide r Before using this unit for the first dime, be sure to perform the Reset operation described on page 10. important) The keys of a scientific calculator perform more than one function. The following explain all of the operations of each key, and so you should read this section carefully before using your calculator for the first dime, Key Markings The keys of this unit perform a number of different functions.
T splay layout mallow to Read the Display m About the display lay isp area for indicators i consists of a dot area for graphing, as wel Th: You can monitor the status of the calculator and programs by an W Display indicators viewing the display. The following indicators. appear on the display to show you the current status of the calculator at a glance. h Display © @ ® Sci Fix hyp Gap Coordinates.
W Exponential display During normal calculation, this units capable of displaying up to 10 digits. Values hat exceed this limit, however, are automatically displayed in exponential format. You can choose between 2 different types of exponential display formats. NORM 1 mode: NORM 2 mode: [ x|, |x| 210" Election of these modes can be carried out by pressing when no specif. cation-has-bean made for-the number of decimal places or-significant digits.
Key Layout Program key Alphabet key Graph keys 2 oo Function command keys ] i — Numeric keys qu Other command Hng Keys Display window Cursoriness keys Mode key b Graph Key Power OFFEND JAIL clear key Delete key Arithmetic operation keys —Execute key -20~ Answer key Exponent key m Key Operations m Special operation keys Shift key press when using the function commands and functions marked in yellow on the key panel. An (5] will blink on the display to indicate that 8] has been pressed.
1f {8 is pressed without entering a value, the current number of memories available and remaining steps will be displayed (see page 40) M-28 8~320 Example| FR(JED . Specifies COMP mode for arithmetic calculation or function capsicum. elation (program execution possible). For binary, octal or hexadecimal caloulationsiconversions {(BANES mode). For standard deviation calculations (8D1 mode).
Execute key ?reds o obtain the result of a calculation or to draw a graph. Pressed after deity input for a programmed calculation or 1o advance to the next execution after g calculation result is obtained. o Answer/Minus key Soave Pressing & followed by B will recall the last calculation result. It can be recalled by B8 even after it has been cleared using the 88 key or by switching the power of the unit off. When used during program execution, the last result calculate is recalled.
€ screen key *Switches between the graph display and text display {see page 36). *GREENERY clears the graph display (“done” is displayed), B Function keys Press for functional calculation. Various uses are available i combination with the key, and/or depending on the mode being used. (ZJ Multi statement key LTk »Press to separate formulas or commands in programmed calculations or ¢on.
Hyperbolic key ce »Pressing and then prior to entering a value produces the respect. rive hyperbolic function (sing, cosh, tang) for the value »Crossing B, then B8 and then prior to entering a values produces the respective inverse hyperbolic function (sinning, cosh~1, than ") for the value. *Press in the BASE-N mode to enter C (12:q) of @ hexadecimal value.
Before Beginning W Calculation priority sequence This calculator employs true algebraic ionic 1o calculate the parts of a formula in the following order: (D Coordinate transformation Pol (x, Rec {r, 8} @Type A functions With these functions, the value is entered and then the function key is pressed, X2, %1, gl 0,18, 00 {5)Abbreviated multiplication format in front of x, memory or parenthesis 2ir, 47, efe.
M Calculation modes This unit features modes for manual calculations, staring programs, and modes for general as well as statistical calculations. The proper mode to suit calculation. al requirements should be employed. Operation modes There are a total of three operation modes. 1. RUN mode Graph production as well as manual calculations and program executions, 2. WAT mode Program storage and editing. (See Section 4.} 3. PCL mode Deletion of stored programs. (See Section 4.
M Overflow and errors 1 1f the calculation range of the unit is exceeded, or incorrect inputs are made, g error message will appear on the display window and subsequent operation wy be impossible. This is the error check function. The following operations will heresy in errors: 1) The answer, whether intermediate or final, or any value in memory excess the value of x 10%. {2} An attempt is made to perform functional calculations that exceed the inky range.
M Graphic and text displays This unit has a graph display for production of graphs, as well as a text display for production of formulas and commands. These two types of display content are stored independently of each other. $Switching between graph and text displays is performed using the & key. Each pass of B switches from the current type of display 10 the other.
oIt & character has been omitted from a formula, use the and B keys to move ta the position where the character should have been input, and press B fol. lowed by the () key. Press MEIJI and insertions can be subsequently performed as desired, To correct an input of 2.362 to sinning% BRETHREN G0 ) sin 2, 36% *When G are pressed, the fetter at the insertion position is surrounded by “£7 ang blinks. The insert function is activated until you press B, or §i§, or until you perform SEINE) again.
W Memory expansion Though there are 26 standard memories, they can be expanded by changing program storage steps to memory. t Memory expansion is performed by convert ing 8 steps o on@ Memory. “See page 118 for Information on the number of program steps. 28| .. 361 .. 740 . 78 384 820 Number of memories | 26 27 Number of steps 400 | 392 Memory Is expanded in units of one. A maximum of 50 memories can be added for a maximum total of 76 {26+ 50).
Manual Calculations Basic Calculations M Arithmetic operations *Arithmetic operations are performed by pressing the keys in the same sequence as in the formula. *For negative values, press before entering the value. Example Operation Display 285 23824.5M95388 —255 58X (~12) % = 268.8 FRIEDCAKE 1 286D 2588 268.¢ 12369 % 7532 x 74103 12369¢37532683 1 6.903680613x 10 741036 6.903680613 (6903660613000} *Results grater than 10'® (10 displayed in exponential form. 4.5x 10" 10" = ~1.
M Memory calculations «The contents of memories are not erased when power is off. They are clergy by pressing Eif) followed by @8 and then B8, Example Operation Display 9 ABSENTEEISM 9.874 BERET 88.118 EERIE 1288 118.488 §.874 % 252 266.724 HEREINAFTER 256,728 5.874:x 25 = 286.346 29 286.345 *The (& key is used to input numeric values In memory, (Clearing a memory before input is not required, because the previous value in the memory will be automatically replaced with the. new value.
Example Operation Display Special Functions i the same calculation is performed with the specified number of dis: Fo m Answer function 2008376 28.571 The Answer function stores the result of the mast recent calculation. Once a . numeric value or numeric expression is entered and [ is pressed, the result is {Va lug stored intentionally cut off at specified decimate place.) by this function. EEG 571 To recall the stored value, press the (g key.
The Ans memory can be used in the same manner as the other memories, thus making it possible to use it in calculation formulas. In multiplication operations, the E3 immediately before Bl can be omitted. Example| 15x3=45 3487 EERIE 48, REFEREES 3487, i B Continuous calculation function Even if calculations are concluded with the & key, the result obtained can be used for further calculations. Such calculations are performed with 10-digit mantissa of the displayed value. [Example] To calculate »5.
*As with the number of input steps (see page 35), the replay function can accept input of up to 127 steps. *The replay function is not cleared even when off, so contents can be recalled even after Example is pressed or when power is turkey is pressed. BEEBREAD 128X456_ 1 56088, | _ 123x456_ “Replay function is cleared when mode or operation is switched, M Error position display function When an ERROR message appears, press display the calculation with the cursor located at the step that caused the error.
Functional Calculations W Angular measurement units #The unit of angular measurement (degrees, radians, grads) is set by pressing followed by a value from 4 through 8 and then §. *The numeric value from 4 through 6 specifies degrees, radians and grads respect. lively. #*Once a unit of angular measurement is set, it remains in effect until a new unit is set.
*If the total number of digits for degrees/minutes/seconds exceeds 11 digits, the high-order values {degrees and minutes) ars given display priority, and any lower-order values are ot displayed. However, the entries value is stored within the unit a6 @ decimal vagus. cos" 0.9} 2.580FAEC.068 M Logarithmic and exponential functions *The operations noted below cannot be performed in the BASE-N mode. Example Operation Display log 1.23 91,2368 | 0.0899051114 107 190 {loge 90) = 4.49980967 [E90EE 4.
M Coordinate transformation «Your calculator lets you convert between rectangular coordinates and polar cur. m Other functions (v', x*, x™7, x/, Ran#, Abs, Int, Fran) +The operations noted below cannon be performed in the BASE-N mode, donates. ! Example i +Rectangular coordinates +Polar coordinates | e Ple Operation Display F2EF5E 3.65028154 P Pty ! Pol Fad a5 =50 203 H04D0 —g SEES 84, —— % ISEIm4EIEE 12, »Calculation results are stored in variable memory | and variable memory J.
Binary, Octal, decimal, Hexadecimal Calculations «Binary, octal, decimal and hexadecimal calculations, conversions and Clinical pore. nations are performed in the BASE-N mode {press ). *The number system set by respectively pressing followed by 5. A corresponding symbol — “b", “o”, "d” or "H” appears on the display. »Number systems are specified for specific values by pressing ), then the number system designation immediately followed by the value.
W Binary, octal, decimal, hexadecimal conversions Example Operation [splay What are the decimal values | EERIE — “BASE-N" for 2A ¢ and 27457 e — ¢ REITERATE 42 @ G174 188 What are the hexadecimal values for 1234g and 101057 EEH 236 H EFB1101068 What are the octal values for 1514 and 110027 166 . o EILEEN 10068 00900820014 ‘What are the binary values for and 387167 EDEMA | 8 EREMITES 801116110114 M Negative expressions Example Operation Display & — "BASE-N" How Is 110010 expressed as | GBI negative? .
M Logical operations Logical operations are performed through logical products (and), logical sums o1}, negation (Not), exclusive logic sums (xor), and negation of exclusive logical sum {nor. Example Operation Display R “BANES" 1915 AND Tasting 1816 1931AE 02000913 1110, AND 385 = 1110, 111 SOVEREIGN 80802000111 235 OR 615=635 » o . 23EN61E8 12015 OR 11012= 1204 FEE “H .
headman 7 DEED 53.3n {Huber of tads ») EERIER 8 (Sum ot £ 427, (sum of ares 1) BORDER 22005, To calculate the deviation of (Continuing) DIFFERED 1.982142857 the unbiased variance, the SEEDED 142 difference between each daresay o fum, and mean of the above e 825 date Herder -2.3% To calculate x and oa1 for the EDDIE following data 11061060 1o, Ci ass no. | Value | Frequency 130EBD31 B 138, ] 110 10 15083(312460 158, 2 130 31 17006 170, 3 150 24 190E7E1ET 198, Meme 137.71428 @Re En 18.
W Linear regression Example Operation Display *Relationship between temper= nature and the length of a =a steel bar RS (Clears memory} Temperature Length 1087100367 1o, 10°C 1008mm 15EAE1005E 15 o 1500 1005mm 20EmG1101060 census 5 30°C 1014:: 30Em11014ED 3. (Constant term A) REFINERY 987.4 Regression efficient Bj The data in the above table FREEBIE .56 can be used ta obtain the terms of the regression reafforestation sufficient ) FRUITIER £.
M Exponential regression +The regression formula is (Hinayana + Bx). Enter the » dale as the logarithm of y{in}, and the » data the same as that for linger regression. «Estimated values £, and 5 based on the regression formula can be calculated using the following formulas: int-inA B «Correction is performed the same as in finer regression. Constant germ A ig obtained by EFIEAEREIEE, estimated value 7 is obtained by xBR(PIEREHE) R, and estimated value X is obtained by (I yEEIEIER).
Graphs 34 Builtin Function Graphs 3.2 User Generated Graphs 33 Some Graphing Examples 3.4 Single-Variable Statistical Graphs 35 Pa iced-Variable Statistical Graphs The innovative graphing function of this calculator employs a dot display ! that gives you detailed representation of mathematical functions and statistics. In addition to using the built-in functions, you can also graph any function by simply inputting its formula. Graphing commands can be used alone (direct input) or within programs.
4 ' | Graphs Built-in Function Graphs The COMP mode of the RUN mode should be used when graphing functions, Some graphs can be produced in the 80 and LR modes, but certain graphs can. not be produced in these modes. The BASE-N mode cannot be used for graphs, This unit contains a total of 20 builtin graphs making it possible to produce the graphs of basic functions.
m User Generated Graphs Built-in function graphs can also be used in combination with each other. Graph. ing a formula such as y=2x%+ 8x— & makes it possible to visually represent the solution. Unlike built-in functions, the ranges of user generated graphs are not set arty. manically, so graphs produced outside of the display range do not appear on the display. M Range parameters After pressing the Bl key, you can look up and specify the range parameter for the and coordinates.
«Checking range parameters Press the key and the range parameter setting screen appears on the dig. play. Press B8 to scroll through the range parameter settings without changing them, () Min? -5, & Max? 5, € Excl? 2, Min? -5, Max? 1B, Cyst? 4. Press [ to return to the display that was shown before entering the range display. You can input range parameters as expressions (such as 2«} and these expressions are automatically converted to the values.
Y +Range reset Range values are reset fo their initial values by pressing Fibbed during rangy display. The initial values are as follows. Min : -3.8 Min @ ~22 Max @ 3.8 Max: 2.2 Set @ 1 Muscly o 1 (Reference) Range settings are performed within programs using the following format: [ Min value, Max value, Sci value, Min value, Max value, Elysee value Up to six data items are programmed after the Em command, When less than six items are programmed, range sifting is performed in the order from the be.
Y" W Zoom function » This unction lets you enlarge or reduce and p-coordinates. If i or Plot function ‘f’ locate the pointer at a specific point on thg Zt:aus:ma deconstructionism is performed using the pointer location as the creme? pregame it *Enlarging a graph To enlarge the graph for yessing by a factor of 1.5 on the xay, s and 2.0 on the p-axis. Use the et following range parameters for the Min 1 -360 Min ; ~16 Max : 360 Yma 16 Xes 180 ¥sol 1t After specifying the range parameters, graph y=sing.
e DEE Fact? 1. B Fact? @ Fact? 2 done *Whenever you try to change the factor value while a graph is displayed, the dis. play changes to the text screen automatically. To return to the graph screen after changing the factor value, press 8 or 8. E(or &) Press E Fee to traduce the graph according to the factors you specified. i) o) Let's take another look at the range parameters. Min @ —540 Max : 540 Set 1 180 I you press @B again, the graph is reduced once more by the factors you pacified.
Now use the Zoom function to enlarge the graph. First specify a factor of 2 on the x-and peaces. [cereal) e *Whenever you try to change the factor value while a graph is displayed, the display changes to the text serene automatically. To changing the actor value, press Now enlarge the graph according to the actors. o) v ~0.16343 Tact? .5 Fact? dong return o the graph screen after Activate the Trace function and move the pointer again. (el ) Enlarge the graph again to check the locating of the pointer.
As you can see above, the Trace and Zoom functions can be used to locates the pointer at an approximate point, and then &) produces & readout of the cur. donates. Ta return the graph fo its original size, press R, ) ) (Important) The pointer does not move at fixed intervals, It follows the dots on the display. Because of this, the values provided for coordinates are approximate, *The Trace function can only be used immediately after a graph is drawn.
When the pointer is at the location you want, press 8 to plot a point. At this dime, the pointer returns to the original point you specified (2, 2 in this example), & boodle 2. 105263 Now, inputting a new coordinate value causes the naw pointer {0 boink without clearing the present pointer. Esteem) (] " e X 2. 105263 it x-y coordinates are not specified for the Plot function, the pointer appears at the center of the screen.
Next, a perpendicular will be drawn from the same point on the graph 1o the y axis. First, plot the point on the graph and use the cursor key to move the pointer to the p-axis. This can be accomplished using Plot X, ¥ since the x-y cur. donates of the point on the graph are stored in the X and Y memories, SOON e FR[Y TR 2. 052631 ~ {Move the pointer to the y-axis) X 0.
Some Graphing Examples The following examples are presented to show you some ways that the graphing functions can be used effectively. Example 1] To graph the function y= Use the following range parameters. yin : ~30 Max : 150 Sol @ 20 Wees IO EE DIERESES PEDIGREE [Example 2] To graph the function and determine its minimum and maximum Use the following range parameters.
Perform graph preparation in accordance with the following procedure: (1 Specify the SD2 mode (BINDERY. (2 Set the range values. " The highest value to be piloted an the x-axis is 100, but for graphing Purposed the maximum value (Max) is set at 110.
Paired-Variable Statistical Graphs speared-variable graphs are drawn in the LR2 mode (SHEEPISH. “LR2” appears on the display. +Paired-variable graphs can be drawn as regression fines. «Standard function graphs can also be ‘Drawn in the LR2 mode, so theoretical graphs, data distribution and regression fine graphs can be overdrawn. »After data input in the LR2 mode, points are displayed immediately, and data is input to the statistical memory. .
What is & Program? 42 Program Choking and Editing {Correction, Addition, Defection) 43 Program Debugging {Correcting Errors) 4.4 Counting the Number of Steps 45 Program Areas and Calculation Modes 46 Erasing Programs 47 Convenient Program Commands 4.
Program Calculations What is a Program? This unit has a bull-in program feature that facilitates repeat calculations. Te program feature is used for the consecutive exaction of formulas in the same way as the “multi statement” feature is used in manual calculations. Programs will be discussed here with the aid of illustrative examples. Example Find the surface area and volume of a regular tetrahedron when the length of one side is given.
@ Program storage The storage of programs is performed in the WRT mode which is specified by dressing e o ) timber of emailing siege (ms9(3] ) 40 23456788 When BRAZE) are pressed, tha mystery mode changes fo the WRT made. Then, the number of remaining steps (see page 116} is indicated. The number of remark. ing steps is decreased when programs are input or when memories are expand. ed.
fee) @ (S when A= e 779, pageant | MATCHED & 15390. 990L58 | (v when A=15) *Program calculations are performed automatically with each press of 68 when it is pressed after data is input or after the result is read. *Directly after a program in PO is executed by pressing FEE as in this example, the Frog 0 command is stored by the replay function.
~y @)Program editing @Program execution First, a comparison of the two programs would be helpful, @Prof Now this program wil be exacted. Tetrahedron: ERZICIEREIE2EIF3 UNDERACHIEVER DESIREE Length of one side (A} Surface area (S) Volume | : BRI 0 ) Y Tetrahedron: EXPERIENTIAL QATAR 7.5 (97.42785793) (49.71844555) C2@120 N3 20 (692.820323) (842.
{Summary> Operation Keys used | Program © WRT made specification wE) ! check ® Program area specification (Omitted if PO} * Start verification ® * Verification of contents Correction *Move the cursor to the position o be corrects. ® Press correct keys. Deletion * Move the cursor to the position to be [N deleted. * Deletes B insertion * Move the cursor to the position to be ingested into. « Specify the insert mode. ) # Press desired keys. =112~ .
(& Mem EBRO FR (Memory error) indicates the attempt to use a memory name such as Z [5] without having expanded memories. Arg ERROR {Argument error} indicates the argument of a command ar specification in a program exceeds the input range {g.g. Sci 10, Goth 11). Further operation will become impossible when an error message is displayed, Press cancel the error. Pressing 8 cancels the SRO and new key input becomes possible. With this operation, the RUN mode is maintained.
Counting the Number of Steps The program capacity of this unit consists of a total of 400 steps. “The number of steps indicates the amount of storage space available for programs, and it will decreases as programs are input. The number of remaining steps wip also be decreased when steps are conversed 1o memories.
Example | Memorizing the BASE-N mode in P2 ) Surmising they noshing i stored. B5E) weT Specify F2 400 P @1g34568788 Ry BASE-N WAT Specify the BANES 400 | mode. P 21234567889 BASE~N WRT oo As shown above, the calculation mode will be memorized into a program area. M Cautions concerning the calculation modes All key operations available in each calculation mode can be stored as programs, but, depending on the calculation mode, certain commands of functions cannot be used.
Convenient Program Commands The programs tor this unit are made based upon manual calculations., Special program commands, however, are available to allow the defection of the formula, and repetitive execution of the same formula.
M Conditional jumps The conditional jumps compare & numeric value in memory with & constant o a numeric value in another memory. If the condition is true, the statement Towline. ing the is executed, and if the condition is not true, execution skips the state. men and continues following the next “rigor AT Conditional jumps take on the following form: N Relational Left side operator Right side = Statement 1 statement *Anyone can be used.
W Count jumps The count jumps cause the value in & specified memory to be increase o decreased by 1. If the value does squeal 0, the following statement is skipped, ang the statement following the next executed. The “lsz” Commando is used fo increase the value in memory by 1 and decide the subsequent elegy. son, while the "“Dsz” command is used to decreases the value by 1 and decide. Memory contents <0 ¥ \ isz Memory name : Statement ‘ Statement L4 Memory contents =0 Memory contents 50 Dsz Memory Statement
{Summary) Command Formula Operation Unconditional | Lbl n Performs unconditional jump o jump Solo n (= natural number | Lbl » corresponding 10 Goth », from O through 8} Conditional Left Relational Right Left and right sides are gom. Jumps side operator side pared. If the conditional express. ¢ soon is true, the statement after Statement < (Statement | = iz executed. ! e i not true, execution jumps to {Relational operators: =, , | the statement following the next o<, =, ) tor .
Now let's review the two original programs. Regular tetrahedron PO FiX, 3,5, Vo2 steps Regular tetrahedron Pt OFi, 3,57 V2.5, 1.2, %, A3 22 steps Total: 45 steps I the two programs are compared, it is evident that the underlined portions are identical. If these portions are incorporated into a common subroutine, the pro. grams are simplified and the number of steps required is decreased.
A m Array-Type Memories W Using array-type memories Up to this point all of the memories used have been referred o by single alpine. poetic characters such With the ray-type memory introduced here, a memory name (one alphabet character from A through Z) is appended with a subscript such as [1] or [2], *Brackets are input by BT and BE(T).
. The following shows a case in which array-type memories overlap with Standard format memories. This situation should always be avoided. Example| Store the numeric values from 1 through § in memories any through Af5] respectively. koL 1, L G Dsz, C,:, Goth, 1, 1, ALLL4AL2)L SALSA 4, A4 4 ALS] 1n this program, the values 1 through 5 are stored in the array-lye memories A [1] through A [5], and memory C is used 2s a counter memory. When this pro.
Memories are used as follows: x data i1l ¢l CBl o[ Csl cell c] Clog Clo} C0p Cit] cpl Spiel Cl4] Cl] data R[1] R2] R@B R4l RP1] RM2) R3] R4 ROAR] this way, the memory names can be changed. However, since memory nags are restricted to the letters from A through Z, the expanded memories (BT can only be used as array-type memories. *The memory expansion command (Dem} can be used in a program. Example | Expand the number of memories by 14 to make a total of 49 available. Dem, 1.
It messages are included as shown here, the display is as follows: {Assuming that the program is sorted in P1) F)E8 sEs Messages are also convenient when displaying result in program calculations, Example Lhi 8,5, 1,5, Fran, Solo, 3, s, I8z, Goth, 2, :, Goth, 1,1, Wbl 2,0, Goth, Goth, @ This program calculates the x power of 2. A prompt of N= 7" appears for data input. The result is displayed by pressing B8 while is displayed.
prime factor analysis definite integrals using Simpson’s rule awY transformation Minimum loss matching Cantilever under concentrated load Norma distribution Graph variation by parameters Hysteresis loop Regression curve Parade diagram priapic to use> « Always check the number of remaining steps before attempting to store programs. «The library is divided into two parts: a calculation section and & graph section. The calculation section shows only answers, wheels the graph section shows whole displays.
CASIO PROGRAM SHEET o [ Program for Prime factor analysis 1 Number of steps Description 2 Pei me factors of arbitrary positive integers are produced. ke For meme 100 Py i numbness are produced om the foremast value first, “END is displayed st = tha end of the program. { Overview divided by @ and by all successive add numbers (d=3, 8, 7.9, 11, 13, . Jto 52 whack for divisibility.
CASIO program SHEET Ne. 2 FREDERIC Definite integrals using Simpson's rule | ™ 2 Program Notes Description r— 1 (e E1y0t 401128 e rim )12 Yo 2} Y2n] stagehand potion of the above elation can e transistor a3 folk. 2 Uor £ (Swears Boundary Example (4) gup, bt 2m=10 assonant 104 [ o @) au2 b=5, 2m=20 2 O 125 I= Preparation and operation «Store, the program st on the et page.
_CASIO Pro Gram SHEET Ne. 3 K Problem ot 4Y transformation BTy [T N 15 Description 1A=y 2 Y—a 69 Roe Ribs R, = Rif Ross + Rosa B Ri+Rz+ Ry Rs Rom Kol Re= Salty 2 Re Re ¢ Rice 105 Ewe_ Ra's Rhee Urals Reverse Re Ry 108 Ri#Rp+ Ry 111 Example 3N 120 Ry=12 (8 Re=47 (8) 129 138 152 Preparation and operation 182 *Sire the program written on the next page.
CASIO PROGRAM SHEET Programmed for Minimum loss matching g Description Calculate R, and R, which match Ze and 7, with loss minimized. (20> 1555 Lyon =20 log ( Jj: Example Calculate the values of R, Ry and L, for Zo=5000 and 2, = 2004, Preparation and operation Step Key aeration Display Step Key operation Display 1 ROEBUCK 50088 |z1-7 12 3 20088 |1~ 13 4 387.2083346 258.1988807 8.
Freemen S Graph variation by parameters e 7 Fog em O Graph variation by parameters " Sta Key aeration Display . Step. Kay operation Display EPSILON=7 EPSILON="? 2 0168 156 13 0.18E8 X-7 ) X0=? 4 2568 14 EREMITE _ vow 5 16 5 156 EPSILON="? 0288 © X0=17 Vvo=1% 10 0.
Program Tor Hysteresis too oS 3 Step Kay operation Display ) 1 P 068 NO.OF DATA? 2 1768 MAIN LOOP N2 3 1268 H=7? 4 0469 B=7 5 0.5 6 H="7 v 1.068 ¥ .
CASED PROGRAM SHEET program for Regression curve [} Program Notes | Number == o of steps Example iz ! Porto exponential regression of the following data: ves | zae 20 578 ¥ = o Vulvae Orin an exponential regression curbs, and use the wage function to estate the vie for » i 52 whom x = 20, Also, obtain the vaginas of A and B of the regression forum.
Program for Regression curve N 9 Program for Regression curve * ¢ Step Key operation Display Step Key operation Display 1 o | LR2 = (Range setting check) Set range values LR2 G| Min? -3.8 P37 ERE 1088 2 5068 268 @:8% 12 (Detect exponential regression), 5568 LR2 EH pap ge OK? « LR2 14 Move pointer LR2 2209 = 11.86149 12 tnz 6 8 35.66 LR2 5 LR2 17 X:? 40.68214076 LR2 s {input dm? in order) LR2 LR2 9 4,068 37.8 -0.
Program fus Parade diagram e 10 Step Key aeration Display sp2 1 089 DATA? 8D2 2 10568 DATA? $D2 3 658 DATA? 4 |tout dale? in order) 108 s (Bar graph display} :t] 6 ) {Parade diagram display) =170~ Function Reference error Message Table nut Ranges of Functions Specifications
‘Y . Function Reference M Manual Calculations Mode COMP Mode | Four arithmetic and function calculations. specification (EYED) ) BASE:N Mode | Binary, octal, decimal, hexadecimal cover. (EBM) | sins and calculations, logical operations, S0 Mode Standard deviation calculations (1-variable {BEY) | statistical). LRt Mode Regression calculations (paired variable (EYED) | statistical). SD2 Mode For production of single variable statistical {Emcee graphs.
Regression calculations Ry Data clear AIRIER Data input x data, y data [;frequency] *Frequency can be omitted. Data deletion x data, v data [frequency] € *Frequency can be omitted. Result display Number of data {r} EARN »)EE Sum of x {(Ex) W@ ) Sum of y {Ex} BENZENE »HER Sum of squares of x (Lx%) Tz EE Sum of squares oiy o SERENE Y ES Sum of products ot and y {Zxy) ) B Mean of X {T} Mean Population standard deviation of x (xon) .. BEARER Population standard deviation of y {yon) ..
Graph function ~ Range Graph range settings M Program Calculations Min . Minimum value of x Max Maximum value of x Program Input mode | WRT Mode Salsa . X-axis {space between input Calculation | Mods that conforms with program specified : WEED . Minimum value of y mode Maximum value of y Program area | Cursor is moved to the desired program area Beadle of Y-axis {space between specification | name (P0 through P8) using £ and and points) is pressed. Trace Eaves pointer on graph.
Program commands Unconditional Jump Program execution jumps to the Lbl # which corresponds to Goya n. “n=0 through 9 i conditional expression is true, the statement’ Conditional " jumps after is executed. if not true, execution jumps 1o the statement following next Chge £) 4 (ED: Formula D Relational operator CED: Statement “The relational operator Count jumps ; The value in a memory is increased or decreased.
. Input Ranges of Functions Stk ERROR | *Execution of calculate +Simplify the formulas to keep sons that exceed the stacks within 10 revels for the capacity of the stack numeric values and 24 levels for tor numeric values or the calculations it stack for calculations. | *Divide the formula into two ot Function: input range Accuracy Notes org parts. g Mem ERROR | e Memory expansion ex| »Press B[] (Dem) to expand hing | (Deg)ix] rule, | Ho waver, for tan x: cedes level remaining | memory to necessary level.
v , . Internal Internal Function Input range digits Accuracy Notes function Input range digits Accuracy e As a rule, *Results ; 12 |accuracy is] Total of integer, numerator and Pol (x, At P CIR IN digits | =1 at the denominator must be within 10 digits As a line, 10th digit. 1 {includes division marks}). 12 accuracy 51 7 | amputate digits = 10 . ?Dée’g; :,Tl%x 1p%e for 9"91 Result displayed as & fraction for inst the 10t digit Rec {r,0) (Rad) 191 <& x 107xrad .
. Specifications Model: x-6300G Graph Builtin function graphs: Types of graphs: Graph functions: Calculations Basic calculation functions: Built-in scientific functions: {20 types) sin, cos, fan, sin~', cos~ ', sing, cosh, tang, sinning, cosh~", tartan, log, In, 10%, User generated function graphs Rectangular coordinates Single-variable statistics: bar graphs, normal distribution curves Paired-variable statistics: regression nes Range specification, Overdraw, Trace, Zoom {xf, x', factor, original {resume, R
Power supply: Power consumption; Battery life: Auto power off: Ambient temperature range: Dimensions: Weight: Two lithium batteries (CR2032) 0.009 W Approximately 350 hours on CR2032 Power is automatically switched off approximately & minutes after tacit operation. (32°F ~ 104°F) 9.9mmH x 73mmW x 141 Sr {3s"H x 276" W x 512D} B4g (2.
Error messages, 101, 113, 114, 127, 179 Error position display, 52 Execute, 24 Exponent, 18, 24, 33 Exponential display, 18, 47 Exponential functions, 27, 56 Exponential regression, 72 Factor, 26, 84 Factorial, 27, 53 Fix, 16, 21,47 Fractions, 19, 28, 60 Functions:Type A, 30 Functions: Type B, 30 Gradients/Grads, Graph, range, 25, 78 Graph-Text 26, 36 Graphic display, 36 Graphing, 25, 76 Graphing bully-in scientific functions, 76 Graphing examples, 96 Graphing manually entered functions, 82 Graphing, progra
index B Regression, 89, 100 Replay function, 23, 51 Reset, 3, 10 Foot, 26, 59 RUN mode, 21, 32 Sci, 16, 21 Scl, 28, 67,69 Scrolling graphs, 95 SD mode, 22, 25, 32, 67,97, 118 Vigesimal, 19, 27, 55 Shift key, 18, 21 Significant digits, 18, 21, 47 Sine, 28, 55, 76 Single-variable statistics, 67 Single-variable statistical graphs.
