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Casio Z1 Gr User Manual

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Page 21

  21 3.1 Scientific Calculations The scientific functions can be used either with BASIC programs or for manual calculations. For the sake of the explanation, all the examples here will cover only manual calculations.  3.1.1 Trigonometric and Inverse Trigonometric Functions SIN (Sine), COS (Cosine), TAN (Tangent), ARCSIN (Arc Sine), ARCCOS (Arc Cosine), ARCTAN (Arc Tangent).  These functions return a trigonometric function value for a given angle, or an angle value of a given trigonometric function value....

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  22 4 Formula Storage Function The formula Storage function is very useful when performing repeat calculations. Three different keys are used when working with the formula Storage function.  IN  key……. Stores presently displayed formula. OUT key…… Displays formula stored in memory. CALC key…. Assigns values to variables in formula, and displays formula calculation result.  Sample Application  EXAMPLE: Obtain the value for each of the value assigned to x when y = 3.43 cosx. (Calculate in three decimal...

Page 23

  23 Y= 3.397 X?15 Y=3.313 X?_ 22 . . X?15 Y=3.313 X?22 Y= 3.180 . . Y=3.313 X?22 Y= 3.180 X?_ 27 . . X?22 Y= 3.180 X?27 Y= 3.056 . . Y= 3.180 X?27 Y= 3.056 X?_ 31 . . X?27 Y= 3.056 X?31 Y= 2.940 BRK Y= 3.056 X?31 Y= 2.940 _ The CALC key can be used in place of the . . key to perform repeat calculations. The BRK key can be used to terminate this function to automatically return to the CAL mode. 4.1 Utilization for Preparing Tables Multiple formulas can be written by separating with colons ( : )....

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  24  OPERATION: SHIFT SET  F  3 . . Specification of number of decimal places  P   =   X   *   Y   :   Q   =   X   /   Y   IN. Storing the formula CALC X?_ 4  .  27 . . X?4.27 Y?_ 1  .  17 . . X?4.27 Y?1.17 P= 4.996 . . X?4.27 Y?1.17 P= 4.996 Q= 3.650 Continue to input the values of X and Y in this manner, and the values of P and Q will be calculated in successive order and the table will be completed as shown below.  X Y P=X*Y Q=X/Y 4.27 8.17 6.07 2.71 1.17 6.48 9.47 4.36 4.996 52.942 57.483 11.816...

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  25 CALC RADIUS[M]?_ 1  .  205 . . RADIUS[M]?1.205 HEIGHT[M]?_ 2  .  227 . . RADIUS[M]?1.205 HEIGHT[M]?2.227 CYLINDER[M3]= 10.16 . . RADIUS[M]?1.205 HEIGHT[M]?2.227 CYLINDER[M3]= 10.16 CONE[M3]= 3.39 . . HEIGHT[M]?2.227 CYLINDER[M3]= 10.16 CONE[M3]= 3.39 RADIUS[M]?_ 2  .  174  . CYLINDER[M3]= 10.16 CONE[M3]= 3.39 RADIUS[M]?2.174 HEIGHT[M]?_ And so on… If the radius (r) and height (h) are input in this manner, volume (V0) of the cylinder and volume (V1) of the cone will be calculated successively...

Page 26

  26 5 BASIC Programming  Standard BASIC is employed as the programming language for this unit, and this section covers application of the BASIC language. 5.1 Features of BASIC 1. BASIC is much easier to use than other programming languages such as FORTRAN, making it suitable even for novices. 2. Writing programs is also easier because program creation, editing and execution are all performed by interacting with the computer itself.  The following functions are also available: 1. High-precision...

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  27 5.2 BASIC Program Configuration 5.2.1 BASIC Program Format The following is a typical BASIC program, which calculates the volume of a cylinder.  EXAMPLE: 10 REM CYLINDER 20 R=15 30 INPUT “H=”;H 40 V=PI*R^2*H 50 PRINT “V=”;V 60 END  As can be seen, the BASIC program is actually a collection of lines (six lines in the above program). A line can be broken down into a line number and a statement. 20 R=15 Line Statement number  Computers execute programs in the order of their line numbers. In the sample...

Page 28

  28 5.3 BASIC Program Input 5.3.1 Preparation First, switch the power of the computer ON. At this time, the display should appear as illustrated below. CAPS . S . BASIC . DEG . RAD . GRA . _ This is the CAL mode, so the operation MENU  2  should first be performed to allow input of BASIC programs. The display should now appear as illustrated below.  CAPS . S . BASIC .  DEG . RAD . GRA . P 0 1 2 3 4 5 6 7 8 9    51146B Ready P0   Note the BASIC indicator on the left of the screen indicates...

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  29 EXAMPLE: Line 50 input 50 Shift  PRINT  Shift  “   V   =  Shift  “   ;   V  . . 5.3.3 Program Editing The procedure used for making corrections or changes to  a program depends upon what step of program input the changes are to be made. 1. Changes in a line before . . key is pressed 2. Changes in a line after . . key is pressed 3. Changes within a program already input 4. Changes within a program following the EDIT command  Changes in a line before . . key is pressed  EXAMPLE: 20 E=15 mistakenly...

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  30 Again, the . . key must be pressed to store the corrected line into memory after changes are made.  Changes within a program already input  The LIST command displays the program stored in the current program area form beginning to end. Shift LIST . .  10 REM CYLINDER 20 R=15 30 INPUT “H=”;H 40 V=PI*R^2*H  … 40 V=PI*R^2*H 50 PRINT “V=”;V 60 END Ready P0_ The last line of the program is displayed when the LIST operation is complete. .. .. .. .. .. .. 10 REM CYLINDER 20 R=15 30 INPUT “H=”;H 40...
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