Sharp EL-9900 manuals
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38 pages 1.3 Mb
2 Contents3 Read this first1. Entering and Editing a Programme (Advanced keyboard mode only): 4 2. Executing a programme:3. Deleting a programme: 4. Using the keys: 5 5. Troubleshooting:EL-9900 Graphing CalculatorDisplayStep Key Operation PARAMETERS (Display of involute value) (Display of angle of obliquity) Specify the program mode. Select the title INVOLUTE. Exercise Select involute calculation. Select inverse involute calculation. Enter the initial value and the involute value. Enter the value of the angel of obliquity. 7 6. Page Layouttan ) f( EL-9900 Graphing Calculator Involute(Inverse Involute)CalculationInvolute function : inv = tan - [rad] Use Newton's method to find the inverse involute: f'()tan IntroductionBrief explanation and purpose of the section ExerciseExample of problem to be solved in the section Set Up ConditionImportant set up condition before starting the exercise in order to obtain correct answers StepA step-by-step guide to solving the problems and an explanation of the display Key OperationIllustration of the keys to be operated DisplayIllustration of the calculator screen as it should appear if each step is carried out correctly CalculationThe formula to be used in calculation and definition of terms FlowchartSummary of steps from start to end Programme ListProcedure of data to be entered ParametersDefinition of the parameters used in the programme 8 Heron's Formula(Display of area) PARAMETERS CalculationS = D (D - A) (D - B) (D - C) D = (A + B + C) 2AC B FLOWCHART PROGRAMME LIST Find the area of a triangle when sides A, B and C are 20, 35 and 40cm respectively.Key OperationStep Display Specify the programme mode. Select the title HERON. The area is approximately 350cm2. Enter the values A, B and C. EL-9900 Graphing Calculator 9 Calculating Tension= PARAMETERS CalculationFLOWCHART PROGRAMME LIST T sin B S sin A W sin B T = W sin A S = W 11 Involute - tan ) f(-= = PROGRAMME LIST PARAMETERS CalculationInvolute function : inv = tan - [rad] Use Newton's method to find the inverse involute: f'()tan 13 Calculating Illuminance and Luminous IntensityPARAMETERS CalculationFLOWCHART PROGRAMME LIST i = r l cos l = cos r 15 Calculating Simple Harmonic Oscillation+ x velocity : v = A cos ( t) CalculationPROGRAMME LIST angular velocity : = acceleration : a = -Tdisplacement : x = A sin ( t) 2+ ++Select the title OSCILLAT. 16 Calculate angular velocity, etc., using period (Display of graph of simple harmonic oscillation) PARAMETERSEnter the values of period, amplitude, and time. 17 Electric Power Consumed on an AC CircuitPROGRAMME LIST PARAMETERS CalculationFLOWCHART P : power consumption I : effective value of current V : effective value of voltageSelect the title AC POWER. 18 3(Display of value power) Enter the resistance value, voltage effective value, and frequency. 19 Angle of Vector a = cos Calculating vector inner product a CalculationPROGRAMME LIST b = | a | | b | cos Use the above expression to derive the following expression b | a | | b |Select the title VECTOR. 9 7 8 (Display of angle of vector 3) B 20 45(Display of angle of vector 1) 6 21 Linear Transformations = 4 Y Data set of transformation s = 3 Y To label SYMRATIO s = 2 () ()Y' CalculationPROGRAMME LISTArray declaration Entry of coordinates (X,Y) Start Entry of type To label XSYMMETRY X 1 0 0 -1 () () (())() ()() () ()()1. Symmetric transformation to x-axis (Case 1) -1 0 01 2. Symmetric transformation to y-axis (Case 2) K0 0 K 3. Similar transformation with ratio of similitude K around origin (Case 3) cos B -sin B sin B cos B 4. Transformation revolving around only angle B at the origin (Case 4)s = 1 To label YSYMMETRY Y Y Select the title LINE TRN. 1B 22 PARAMETERS Select symmetric transformation to x-axis (case 1). Select transformation revolving around only angle B at the origin (case 4). Enter the values of the point. Enter the angle value. 23 Moving AverageSubstitution AVERAGE Setting of calculation range End Entry of number of divisions FLOWCHART CalculationPROGRAMME LISTStart COUNT MOVINGSUMSetting of counter Calculation of moving sum Calculation of average Jumps to Line displayed. Judgment of end. Hi = ( I = 1 + M-1 , 2 + M-1 , ... , n + M-1 )MCalculation Gosub count Gosub MOVINGSUM I = I + 1, J = I, S = 0 Calculation of moving sum Calculation of moving average X i-(M-1) / 2 + ... + Xi + ... XHi: moving average M : number of divisions X n : number of data Gosub AVERAGE Gosub COUNT Gosub MOVINGSUM Gosub AVERAGE Display of line 2 2 2Enter statistical data into L1. 24 ParametersMonth Sales[$] Jan. 300 Feb. 326 Mar. 323 Apr. 344 May. 300 Jun. 401 Jul. 398 Aug. 450 Select the title MVIN AVG. Enter the number of divisions(3). 25 Creating a Graph of Experimental DataFLOWCHART PROGRAMME LIST PARAMETERSEnter statistical data into L1 and L2. 26 4Select the title XY GRAPH. Enter the value for temperature. Enter the value for pressure. 27 Ordinary Differential EquationsSUB2 FORMULA Display of result Z <= I . Input Q and Y from X and Y PROGRAMME LIST CalculationFLOWCHARTEntry of data Initial setting Start Use the following four steps of Runge Kutta Gill method to find the equation X = 0 at the starting point X .MAIN Calculation of step 1. Calculation of step 2. Calculation of step 3. Calculation of step 4. N Y S = I O = J Z I YProcessing in case of inequality SUB1 Processing for next calculation Subroutine Subroutine for calculating built-in function Return PARAMETERSSET UP CL2B Select the title RUNGE.(Display of X2) (Display of Y2) (Display of X3) (Display of Y3) (Display of X1) (Display of Y1) Similar operation is performed hereafter. 28 2 29 Analysing with One-way Layout MethodFLOWCHART PROGRAMME LIST CalculationAnalysis of variance chart of one-way layout methodA : number of levels N: repeated frequency X : number of data PARAMETERS 30 Select the title VARIANCE. Enter the number of levels and the repeated frequency.(Display of total of hormone 10 g) (Display of total of hormone 20 g) (Display of total of hormone 30 g) (Display of sum of squares) (Display of error sum of squares) (Display of sum of squares) (Display of degrees of freedom) (Display of degrees of freedom about errors) (Display of sum of degrees of freedom) (Display of variance) (Display of variance of errors) 31 in level 1.in level 2. in level 3. 32 Calculating Parabolic MotionDisplay on a graph the altitude change and the horizontal distance over a period of time w 2 CalculationX = V0 cos T Y = V0 sin T - 1 gT233 PARAMETERSSelect the title PARABOLA. 1B1E (Display of graph of parabola) (Highest altitude when released at 90) (Distance when released at 45) (Time when released at 45) (Display of distance after Z seconds) (Display of altitude after Z seconds) (Altitude and distance after Z seconds are displayed on the parabola graph.) Enter the value of the initial velocity. Enter the angle value. Enter the value of time period Z. 34 Key pad for the SHARP EL-9900 Calculator35 Key pad for the SHARP EL-9900 Calculator
284 pages 4.65 Mb
1 pages 26.4 Kb
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Sharp EL-9900 Operation Manual
284 pages 4.66 Mb
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