User manual CASIO CLASSPAD SERIES

[. . . ] E ClassPad 330 ClassPad OS Version 3. 04 User's Guide CASIO Education website URL http://edu. casio. com ClassPad website URL http://edu. casio. com/products/classpad/ ClassPad register URL http://edu. casio. com/dl/ GUIDELINES LAID DOWN BY FCC RULES FOR USE OF THE UNIT IN THE U. S. A. (not applicable to other areas). NOTICE This equipment has been tested and found to comply with the limits for a Class B digital device, pursuant to Part 15 of the FCC Rules. These limits are designed to provide reasonable protection against harmful interference in a residential installation. This equipment generates, uses and can radiate radio frequency energy and, if not installed and used in accordance with the instructions, may cause harmful interference to radio communications. [. . . ] Mark Tap the down arrow button, and select the shape you want to use for the plot points of a scatter diagram (Scatter), xy line graph (xyLine), or normal probability plot (NPPlot). Mark Name square cross ldot dot Mark Tip · The default graph setting for all nine StatGraph setups is a scatter plot (Scatter). 20060301 7-4-1 Graphing Single-Variable Statistical Data 7-4 Graphing Single-Variable Statistical Data Single-variable data is data that consists of a single value. If you are trying to obtain the average height of the members of a single class, for example, the single variable would be height. You can produce any of the graphs described below using single-variable data. Before trying to draw any of the graphs described below, configure the graph setup using the procedures under "Configuring StatGraph Setups" on page 7-3-2. Normal Probability Plot (NPPlot) The normal probability plot plots data against a theoretical normal distribution using a scatter plot. If the scatter plot is close to a straight line, then the data is approximately normal. A departure from the straight line indicates a departure from normality. Graph Parameter Settings (page 7-3-3, 7-3-4) · [XList] specifies the list that contains the data to be plotted. · [Mark] specifies the shape of the plot mark. 20060301 7-4-2 Graphing Single-Variable Statistical Data Histogram Bar Graph (Histogram) A histogram shows the frequency (frequency distribution) of each data class as a rectangular bar. Classes are on the horizontal axis, while frequency is on the vertical axis. Graph Parameter Settings (page 7-3-3, 7-3-4) · [XList] specifies the list that contains the data to be graphed. · [Freq] specifies the frequency of the data. Tap [OK]. A dialog box like the one shown above appears before the graph is drawn. You can use this dialog box to change the start value (HStart) and step value (HStep) of the histogram, if you want. The initial HStart and HStep values on the Set Interval dialog box are set in accordance with the Stat Window Auto setting. When On is selected for Stat Window Auto, appropriate values for the graph data are input automatically. When Off is selected, the values that were displayed the last time the Set Interval dialog box was displayed are input automatically. Med-Box Plot (MedBox) This type of graph is often called a "Box and Whisker" graph. It lets you see how a large number of data items are grouped within specific ranges. minX Q1 Med Q3 maxX Label minX Q1 Med Q3 maxX Meaning minimum First Quartile Median Third Quartile maximum Description The data's smallest value The median between minX and Med The median of all the data values. If you have 13 values, for example, this is the value at position seven (six values left and right). The median between maxX and Med The data's largest value · The lines from minX to Q1, and from Q3 to maxX are called "whiskers". 20090601 7-4-3 Graphing Single-Variable Statistical Data Graph Parameter Settings (page 7-3-3, 7-3-4) · [XList] specifies the list that contains the data to be plotted. · If [Show Outliers] box is checked, "outlier" square symbols are shown instead of "whisker" lines where a data value is relatively large or small compared to the other data values. Figure. Show Outliers Tip · When specifying a list of frequency values, make sure that the list contains positive integers only. Non-integer values (such as those with a decimal part) cause an error during statistical calculations. Normal Distribution Curve (NDist) The normal distribution curve is graphed using the following normal distribution function. y= 1 2 n e ­ ( x­x ) 2 2 n2 Graph Parameter Settings (page 7-3-3, 7-3-4) · [XList] specifies the list that contains the data to be graphed. · [Freq] specifies the frequency of the data. 20060301 7-4-4 Graphing Single-Variable Statistical Data Broken Line Graph (Broken) In the broken line graph, lines connect the pointers that fall at the center of each histogram bar. Graph Parameter Settings (page 7-3-3, 7-3-4) · [XList] specifies the list that contains the data to be graphed. · [Freq] specifies the frequency of the data. Tap [OK]. A dialog box like the one shown above appears before the graph is drawn. You can use this dialog box to change the start value (HStart) and step value (HStep) of the histogram, if you want. 20060301 7-5-1 Graphing Paired-Variable Statistical Data 7-5 Graphing Paired-Variable Statistical Data With paired-variable statistical data there are two values for each data item. An example of paired-variable statistical data would be the change in size of an iron bar as its temperature changes. [. . . ] · Braces ({ }) indicate items that can be specified for elements. 20060301 -7-2 System Variable Table Name Description Sequence Expression Recursion Internal Variable Sequence Variable Sequence Variable Sequence Variable Sequence Variable Regression Coefficient c Sequence Graph Trace Variable Recursion Expression Variable Recursion Expression Variable Recursion Expression Variable Recursion Internal Variable Recursion Internal Variable Recursion Internal Variable Sequence Expression Recursion Internal Variable Sequence Variable Conics Expression Regression Coefficient d Degrees of Freedom Degrees of Freedom for Factor A Degrees of Freedom for Factor A Factor B Degrees of Freedom for Factor B Degrees of Freedom for Error Regression Coefficient e Expected Matrix for 2 Input Delete STR ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ Data Type Default bnE bnE0 bnStart c0 c1 c2 cCoef ccSeq cn cn+1 cn+2 cn0 cn1 cn2 cnE cnE0 cnStart ConicsEq EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) STR STR STR 0 0 0 0 ­ ­ ­ ­ ­ ­ EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) STR ­ ­ ­ EXPR (Real Number) EXPR (Real Number) STR 0 dCoef df dfA dfAB dfB dfErr eCoef Expected FEnd FResult FStart FStep Fvalue FvalueA FvalueAB FvalueB GconHEnd ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) MAT{Real Number} EXPR (Real Number) MAT EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) 5 1 1 5 Test Table Creation Variable Table Result Variable Table Creation Variable Table Creation Variable F Value F Value for Factor A F Value for Factor A F Value for Factor B Graph Transformation Vertical End Point 20060301 ­ ­ Factor B ­ ­ ­ ­ ­ ­ ­ ­ -7-3 System Variable Table Name GconHStart GconHStep GconWEnd GconWStart GconWStep HStart HStep LInterval list1 list2 list3 list4 list5 list6 maxX maxY MeanSA MeanSAB MeanSB MeanSErr MedStat medx1 medx2 medx3 medy1 medy2 medy3 minX minY Description Graph Transformation Vertical Start Point Graph Transformation Vertical Step Value Graph Transformation Horizontal End Point Graph Transformation Horizontal Start Point Graph Transformation Horizontal Step Value Start Value for Histogram Step Value for Histogram Lower Limit of Confidence Interval Default List Default List Default List Default List Default List Default List Maximum Value of x (Statistics Calculation) Maximum Value of y (Statistics Calculation) Mean Square for Factor A Mean Square for Factor A Mean Square for Factor B Mean Square for Error Median Value (Statistics Calculation) MedMed Graph Summary Point MedMed Graph Summary Point MedMed Graph Summary Point MedMed Graph Summary Point MedMed Graph Summary Point MedMed Graph Summary Point Minimum Value of x (Statistics Calculation) Minimum Value of y (Statistics Calculation) Factor B Input Delete ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ Data Type EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) LIST LIST LIST LIST LIST LIST Default 1 1 5 1 1 0 1 {} (blank list) {} {} {} {} {} ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) 20090601 -7-4 System Variable Table Name ModeFStat ModeNStat ModeStat MSe n1Stat n2Stat ncSeq nSeq nStat Observed Description Frequency of Mode Values (Statistics Calculation) Number of Mode Values (Statistics Calculation) Mode Value (Statistics Calculation) Mean Square Error for Regression Size of Sample 1 (Statistics Calculation) Size of Sample 2 (Statistics Calculation) Sequence Graph Trace Variable Sequence Variable Sample Size (Statistics Calculation) Observed Matrix for Estimated Proportion Estimated Proportion of Sample 1 Estimated Proportion of Sample 2 2 Input Delete ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ Data Type EXPR (Real Number) EXPR (Real Number) LIST {Real Number} EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) MAT {Real Number} EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) FUNC Default Test ^ p ^ p1 ^ p2 prob probA probAB probB Q1Stat Q3Stat p-value p-value of Factor A p-value of Factor A p-value of Factor B First Quartile Point (Statistics Calculation) Third Quartile Point (Statistics Calculation) Graph Expression Input Variable, r= Expression Type Coefficient of Determination Internal Variable Used for Calculation of Next Random Number Graph Coordinate Value Storage Variable Correlation Coefficient Residual Data Storage List Factor B ­ ­ ­ ­ r1( )~r100( ) r2Corr randResult rc rCorr residual Seed smin3D smax3D (Define) ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) LIST {Real Number} EXPR (Real Number) EXPR(Real Number) EXPR(Real Number) EXPR (Real Number) EXPR (Real Number) 5 0 - ­1 0 Random Seed Value 3D Graph View Window Display s Minimum Value 3D Graph View Window Display s Maximum Value Pooled Sample Standard Deviation Sequence Creation Variable sp SqEnd 20090601 -7-5 System Variable Table Name SqResult SqStart Sres11 Sres12 Sres21 Sres22 Sres31 Sres32 Sres41 Sres42 Sres51 Sres52 Sres61 Sres62 Sres71 Sres72 Sres81 Sres82 Sres91 Sres92 sStat SumSA SumSAB SumSB SumSErr Description Sequence Result Variable Sequence Creation Variable Calculation Result for StatGraph1 Calculation Result for StatGraph1 Calculation Result for StatGraph2 Calculation Result for StatGraph2 Calculation Result for StatGraph3 Calculation Result for StatGraph3 Calculation Result for StatGraph4 Calculation Result for StatGraph4 Calculation Result for StatGraph5 Calculation Result for StatGraph5 Calculation Result for StatGraph6 Calculation Result for StatGraph6 Calculation Result for StatGraph7 Calculation Result for StatGraph7 Calculation Result for StatGraph8 Calculation Result for StatGraph8 Calculation Result for StatGraph9 Calculation Result for StatGraph9 Standard Error Value for LinReg TTest Calculation Sum of Squares for Factor A Sum of Squares for Factor A B Sum of Squares for Factor B Sum of Squares for Error Sample Standard Deviation of x (Statistics Calculation) Sample Standard Deviation of Data 1 Sample Standard Deviation of Data 2 Sample Standard Deviation of y (Statistics Calculation) Graph Coordinate Value Storage Variable Result of TCD Calculation 3D Graph View Window Display t Minimum Value 3D Graph View Window Display Factor Input Delete ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ 20090601 Data Type MAT EXPR (Real Number) LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} LIST {Real Number} EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR(Real Number) EXPR(Real Number) Default 1 sx sx1 sx2 sy tc tLower tmin3D tmax3D 0 - t Maximum Value -7-6 System Variable Table Name tUpper Tvalue t max t min t Step UInterval Description Result of TCD Calculation Input Delete ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ (Define) ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ (Define) ­ (Define) ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ Data Type EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR(Real Number) EXPR (Real Number) FUNC EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) FUNC EXPR (Real Number) FUNC EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) Default t Value View Window T Maximum Value View Window T Minimum Value View Window T Step Value Variable Upper Limit of Confidence Interval Mean of x (Statistics Calculation) Result of Inverse Cumulative Distribution Calculations Mean of Data 1 Graph Expression Input Variable, X= Type Result of InvNorm Calculation Mean of Data 2 Result of InvNorm Calculation Graph Coordinate Value Storage Variable View Window 1-dot x-axis Value Factor Zoom X-factor Value 3D Graph View Window Value View Window Display Range x-axis Maximum Value 3D Graph View Window Display Range x-axis Maximum Value View Window Display Range x-axis Minimum Value 3D Graph View Window Display Range x-axis Minimum Value View Window Display Range XScale Graph Expression Input Variable, Param Type Mean of y (Statistics Calculation) 2 0 /60 xInv 1 x1(y)~x100(y) x1InvN 2 x2InvN xc xdot xfact xgrid3D xmax xmax3D xmin xmin3D xscl 0 0. 1 2 25 7. 7 3 ­7. 7 ­3 1 xt1(t)~ xt100(t) y1(x)~ y100(x) yc ydot yfact ygrid3D Graph Expression Input Variable, Y= Expression Type Graph Coordinate Value Storage Variable View Window 1-dot y-axis Value Factor Zoom Y-factor Value 3D Graph View Window Value 0 0. 1 2 25 20090601 -7-7 System Variable Table Name ymax ymax3D ymin ymin3D yscl Description View Window Display Range y-axis Maximum Value 3D Graph View Window Display Range y-axis Maximum Value View Window Display Range y-axis Minimum Value 3D Graph View Window Display Range y-axis Minimum Value View Window Display Range YScale Graph Expression Input Variable, Param Type 3D Graph Function Expression Graph Coordinate Value Storage Variable Result of NormCD Calculation 3D Graph View Window Display Range z-axis Maximum Value 3D Graph View Window Display Range z-axis Minimum Value Result of NormCD Calculation Input Delete ­ ­ ­ ­ ­ (Define) (Define) ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ ­ Data Type EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) FUNC FUNC EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) EXPR (Real Number) Default 3. 8 3 ­3. 8 ­3 1 yt1(t)~ yt100(t) z1(x, y)~ z100(x, y) zc zLower zmax3D zmin3D zUpper Zvalue c x x 0 3 ­3 z Value Graph Coordinate Value Storage Variable Sum of x (Statistics Calculation) Population Standard Deviation of x (Statistics Calculation) Sum of x2 (Statistics Calculation) Sum of xy Data (Statistics Calculation) Sum of y (Statistics Calculation) Population Standard Deviation of y (Statistics Calculation) Sum of y2 2 0 x2 xy y y y2 2 value Value 20090601 -8-1 Command and Function Index 8 Command and Function Index Command/Function abExpR abExpReg abs absExpand and andConnect angle approx arcLen arg arrange augment Form Cmd Cmd Func Func Cmd Func Func Func Func Func Func Func Page 12-6-32 12-6-27 2-4-5 2-8-45 2-8-46 2-8-45 2-8-40 2-8-3 2-8-16 2-8-19 2-8-47 2-8-22, 2-8-31, 2-8-39 2-7-5 7-11-16 2-8-53 7-11-15 2-8-52 12-6-33 12-6-9 12-6-32 12-6-23 2-8-20 7-11-10 2-8-51 7-9-15 7-11-9 2-8-51 7-9-14 12-6-41 12-6-15 2-8-48, 12-6-38 12-6-15 12-6-24 12-6-45 12-6-16 12-6-6 12-6-16 Command/Function colDim collect colNorm combine compToPol compToTrig conjg const constn CopyVar cos cos­1 cosh cosh­1 Cross crossP CubicR CubicReg cuml DefaultListEditor DefaultSetup Define DelFolder DelVar delta denominator det diag diff dim Form Func Func Func Func Func Func Func Func Func Cmd Func Func Func Func Cmd Func Cmd Cmd Func Cmd Cmd Cmd Cmd Cmd Func Func Func Func Func Func Page 2-8-37 2-8-5 2-8-38 2-8-5 2-8-21 2-8-21 2-8-20 2-4-15 2-4-15 12-6-38 2-4-2 2-4-2 2-4-4 2-4-4 12-6-32 2-8-40 12-6-32 12-6-28 2-8-29 12-6-28 12-6-33 2-8-57, 12-6-9 12-6-39 2-8-57, 12-6-39 2-4-16 2-8-19 2-8-33 2-8-32 2-8-13 2-8-28, 2-8-33, 2-8-39 12-6-25 12-6-25 12-6-25 12-6-16 12-6-28 12-6-25 baseConvert BinomialCD binomialCDf BinomialPD binomialPDf Box Break Broken CallUndef cExpand ChiCD chiCDf ChiGOFTest ChiPD chiPDf ChiTest ChrToNum Circle Clear_a_z ClearSheet ClearSheet3D CloseComPort38k ClrGraph ClrText Cls Func Cmd Func Cmd Func Cmd Cmd Cmd Cmd Func Cmd Func Cmd Cmd Func Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd DispDfrTbl DispDQTbl DispFibTbl DispFTable DispListEditor DispQutTbl 20090601 Cmd Cmd Cmd Cmd Cmd Cmd -8-2 Command and Function Index Command/Function DispSeqTbl DispSmryTbl DispStat DispText Distance dms Do~LpWhile Dot dotP DrawConics DrawFTGCon, DrawFTGPlot DrawGraph DrawSeqCon, DrawSeqPlt DrawSeqEtrCon, DrawSeqEtrPlt DrawShade DrawStat Draw3D dSolve E Form Cmd Cmd Cmd Cmd Cmd Func Cmd Cmd Func Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Func Cmd Func Func Func Func Func Func Cmd Cmd Cmd Func Func Func Cmd Func Func Func Page 12-6-25 12-6-16 2-8-57, 12-6-28 12-6-6 12-6-16 2-8-7 12-6-9 12-6-32 2-8-40 12-6-25 12-6-16 12-6-17 12-6-26 12-6-26 12-6-17 12-6-28 12-6-24 2-8-8, 2-8-44 2-4-3 2-8-35 2-8-34 2-8-45 2-8-45 2-8-4 12-6-32 12-6-28 12-6-42 2-8-6 2-8-4 2-8-5 7-11-13 2-8-52 2-8-11 2-8-22, 2-8-32, 2-8-39 2-8-18 2-8-17 12-6-10 2-8-9 e^ eigVc eigVl eliminate exchange expand ExpR ExpReg ExpToStr expToTrig factor factorOut FCD fCDf FFT fill fMax fMin For~To~(Step~)Next fourier Func Func Cmd Func Form Cmd Func Func Func Func Func Cmd Func Cmd Func Cmd Cmd Func Cmd Func Cmd Cmd Cmd Cmd Cmd Cmd Func Cmd Cmd Cmd Func Cmd Func i Cmd ident Func IFFT Func If~Then~ElseIf~Else ~IfEnd Cmd iGcd Func iLcm Func im Func iMod Func impDiff Func Input Cmd InputFunc Cmd InputStr Cmd int Func intg Func InvBinomialCD Cmd 20090601 Command/Function FPD fPDf frac fRound gamma gcd GeoCD geoCDf GeoPD geoPDf GetFolder GetKey getLeft GetPen getRight GetType GetVar38k Goto~Lbl GraphType GTSelOff GTSelOn heaviside Histogram Horizontal HypergeoCD hypergeoCDf HypergeoPD hypergeoPDf Page 7-11-12 2-8-52 2-4-5 2-4-5 2-4-18 2-8-18 7-11-22 2-8-55 7-11-21 2-8-55 12-6-39 12-6-3 2-8-46 12-6-4 2-8-45 12-6-39 12-6-45 12-6-10 12-6-17 12-6-17 12-6-18 2-4-17 12-6-32 12-6-18 7-11-25 2-8-56 7-11-24 2-8-56 2-8-31 2-8-11 12-6-11 2-4-9 2-4-10 2-8-20 2-4-10 2-8-13 12-6-4 12-6-5 12-6-5 2-4-5 2-4-5 7-11-17 -8-3 Command and Function Index Command/Function invBinomialCDf InvChiCD invChiCDf Inverse invert InvFCD invFCDf InvFourier InvGeoCD invGeoCDf InvHypergeoCD invHypergeoCDf invLaplace InvNorm InvNormCD invNormCDf InvPoissonCD invPoissonCDf InvTCD invTCDf isPrime judge laplace lcm Ldot lim Line LinearR LinearReg LinRegTTest listToMat In Local Locate Lock LockFolder log LogisticR LogisticReg LogP LogR LogReg Form Func Cmd Func Cmd Func Cmd Func Func Cmd Func Cmd Func Func Cmd Cmd Func Cmd Func Cmd Func Func Func Func Func Cmd Func Cmd Cmd Cmd Cmd Func Func Cmd Cmd Cmd Cmd Func Cmd Cmd Cmd Cmd Cmd Page 2-8-53 7-11-11 2-8-51 12-6-18 2-8-47 7-11-14 2-8-52 2-8-9 7-11-23 2-8-55 7-11-26 2-8-56 2-8-8 7-11-6 7-11-6 2-8-50 7-11-20 2-8-54 7-11-8 2-8-51 2-4-13 2-4-12 2-8-8 2-8-19 12-6-32 2-8-15 12-6-18 12-6-32 12-6-29 7-9-13 2-8-24, 2-8-32 2-4-3 12-6-40 12-6-7 12-6-40 12-6-40 2-4-3 12-6-32 12-6-29 12-6-23 12-6-32 12-6-29 Command/Function LU matToList max mean MedBox median MedMed MedMedLine Message min mod ModBox mode MoveVar mRow mRowAdd MultiSortA MultiSortD nCr NDist NewFolder norm normal NormalLine NormCD normCDf NormPD normPDf not NPPlot nPr Number numerator NumToChr NumToStr Off On OnePropZInt OnePropZTest OneSampleTInt OneSampleTTest 20090601 Form Func Func Func Func Cmd Func Cmd Cmd Cmd Func Func Cmd Func Cmd Func Func Cmd Cmd Func Cmd Cmd Func Func Cmd Cmd Func Cmd Func Func Cmd Func Cmd Func Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Page 2-8-35 2-8-24, 2-8-33 2-8-25 2-8-26 12-6-32 2-8-26 12-6-32 12-6-29 12-6-7 2-8-25 2-8-16 12-6-32 2-8-26 12-6-40 2-8-36 2-8-37 12-6-30 12-6-30 2-4-11 12-6-32 12-6-40 2-8-34, 2-8-40 2-8-16 12-6-18 7-11-5 2-8-50 7-11-4 2-8-49 2-8-46 12-6-32 2-4-11 12-6-33 2-8-19 12-6-42 12-6-42 7-10-6 7-9-6 7-10-8 7-9-9 -8-4 Command and Function Index Command/Function OneSampleZInt OneSampleZTest OneVariable OneWayANOVA OpenComPort38k or Pause percent percentile piecewise Plot PlotChg PlotOff PlotOn plotTest( PoissonCD poissonCDf PoissonPD poissonPDf polyEval PowerR PowerReg Print PrintNatural prod propFrac PTBrokenThck PTCross PTDot PTNormal PTSquare PTThick PxlChg PxlOff PxlOn pxlTest( Q1 Q3 QR QuadR QuadReg QuartR QuartReg Form Cmd Cmd Cmd Cmd Cmd Cmd Cmd Func Func Func Cmd Cmd Cmd Cmd Func Cmd Func Cmd Func Func Cmd Cmd Cmd Cmd Func Func Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Func Func Func Func Cmd Cmd Cmd Cmd Page 7-10-3 7-9-3 12-6-30 7-9-18 12-6-46 2-8-46 12-6-13 2-8-29 2-8-27 2-4-12 12-6-18 12-6-18 12-6-19 12-6-19 12-6-19 7-11-19 2-8-54 7-11-18 2-8-54 2-8-29 12-6-32 12-6-30 12-6-7 12-6-8 2-8-28 2-8-7 12-6-19 12-6-19 12-6-19 12-6-19 12-6-19 12-6-20 12-6-20 12-6-20 12-6-20 12-6-20 2-8-27 2-8-27 2-8-36 12-6-32 12-6-31 12-6-32 12-6-31 Command/Function rand randBin randList randNorm RandSeed rangeAppoint rank RclGMem RclPict RclVWin re Receive38k ref Rename replace Return rewrite rFactor rotate rowAdd rowDim rowNorm rref rSolve Scatter SelOn3D Send38k SendVar38k seq SeqSelOff SeqSelOn SeqType sequence SetAxes SetAxes3D SetBG SetCellWidth SetComplex SetCoord SetCoordOff3D SetCoordPol3D SetCoordRect3D SetDecimal 20090601 Form Func Func Func Func Cmd Func Func Cmd Cmd Cmd Func Cmd Func Cmd Func Cmd Func Func Func Func Func Func Func Func Cmd Cmd Cmd Cmd Func Cmd Cmd Cmd Func Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Page 2-4-7 2-4-8 2-4-7 2-4-7 2-4-9 2-8-16 2-8-34 12-6-20 12-6-20 12-6-21 2-8-20 12-6-46 2-8-34 12-6-40 2-8-47 12-6-13 2-8-44 2-8-5 2-8-23 2-8-37 2-8-37 2-8-37 2-8-34 6-3-5 12-6-32 12-6-24 12-6-46 12-6-46 2-8-22 12-6-26 12-6-27 12-6-27 2-8-30 12-6-33 12-6-33 12-6-33 12-6-33 12-6-33 12-6-34 12-6-34 12-6-34 12-6-34 12-6-34 -8-5 Command and Function Index Command/Function SetDegree SetDeriv SetDispGCon SetDrawCon SetDrawPlt SetFix SetFolder SetFunc SetGrad SetGrid SetLabel SetLabel3D SetLeadCursor SetNormal SetRadian SetReal SetSci SetSequence SetSimulGraph SetSmryTable SetSmryTableQD SetStandard SetStatWinAuto SetTVariable Set disp SheetActive SheetActive3D SheetName SheetName3D shift signum simplify sin sin­1 sinh sinh­1 SinR SinReg Skip SmryTSelOn solve sortA Form Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Func Func Func Func Func Func Func Cmd Cmd Cmd Cmd Func Func Page 12-6-34 12-6-34 12-6-35 12-6-35 12-6-35 12-6-35 12-6-41 12-6-35 12-6-35 12-6-35 12-6-35 12-6-36 12-6-36 12-6-36 12-6-36 12-6-36 12-6-36 12-6-37 12-6-37 12-6-37 12-6-37 12-6-37 12-6-37 12-6-38 12-6-38 12-6-21 12-6-24 12-6-21 12-6-24 2-8-23 2-4-5 2-8-4 2-4-2 2-4-2 2-4-4 2-4-4 12-6-32 12-6-31 12-6-13 12-6-21 2-8-8, 2-8-43 2-8-23 Command/Function sortD Square sRound StatGraph StatGraphSel stdDev StepDisp StoGMem Stop StoPict StoVWin StrCmp StrInv StrJoin StrLeft StrLen StrLwr StrMid StrRight StrRotate StrShift StrSrc strToExp( StrUpr subList subMat sum sumSeq swap Switch~Case~Default~SwitchEnd TableInput tan tan­1 TangentLine tanh tanh­1 tanLine taylor TCD tCDf tCollect tExpand Text 20090601 Form Func Cmd Func Cmd Cmd Func Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Func Cmd Func Func Func Func Func Cmd Cmd Func Func Cmd Func Func Func Func Cmd Func Func Func Cmd Page 2-8-24 12-6-32 2-4-5 12-6-32 12-6-32 2-8-27 12-6-37 12-6-21 12-6-13 12-6-22 12-6-22 12-6-42 12-6-42 12-6-43 12-6-43 12-6-43 12-6-43 12-6-43 12-6-43 12-6-44 12-6-44 12-6-44 12-6-44 12-6-44 2-8-23 2-8-32 2-8-28 2-8-30 2-8-36 12-6-14 12-6-38 2-4-2 2-4-2 12-6-22 2-4-4 2-4-4 2-8-16 2-8-8 7-11-8 2-8-51 2-8-6 2-8-6 12-6-22 -8-6 Command and Function Index Command/Function toCyl toDMS toFrac toPol toRect toSph TPD tPDf trigToExp trn TwoPropZInt TwoPropZTest TwoSampleFTest TwoSampleTInt TwoSampleTTest TwoSampleZInt TwoSampleZTest TwoVariable TwoWayANOVA unitV Unlock UnlockFolder variance Vertical ViewWindow ViewWindow3D VWin Wait While~WhileEnd xor xyLine ZAuto ZFactor + ­ / ^ ^2 ^(­1) = < Form Func Func Func Func Func Func Cmd Func Func Func Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Func Cmd Cmd Func Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Page 2-8-42 2-8-7 2-8-6 2-8-41 2-8-41 2-8-41 7-11-7 2-8-50 2-8-6 2-8-31 7-10-7 7-9-7 7-9-17 7-10-10 7-9-11 7-10-4 7-9-5 12-6-32 7-9-19 2-8-39 12-6-41 12-6-41 2-8-28 12-6-22 12-6-23 12-6-24 12-6-37 12-6-14 12-6-15 2-8-46 12-6-32 12-6-23 12-6-23 Command/Function > !% | (with) r ° # ' " Form Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Cmd Func Func Func Func Func Func Page 2-4-14 2-4-14 2-4-14 2-4-5 2-4-5 2-4-14 2-4-1 2-4-1 12-6-8 12-6-8 2-4-13, 12-6-2 12-6-41 2-4-15 2-4-13 2-4-5 2-8-15 2-8-15 2-8-14 2-8-29 12-6-2 12-6-2 list : (Multi-statement Command) (Carriage Return) 2-4-3 2-4-5 2-4-5 2-4-14 2-4-14 2-4-14 20090601 -9-1 Graph Types and Executable Functions 9 Graph Types and Executable Functions : Executable : Not executable : Executable with some conditions Graph Type y= During Log Graphing r= During Log Graphing xt= During Log Graphing Function Zoom Box In Out Auto Original g g Square Round Integer Previous Quick Types Trace Sketch Cls Plot Line Text Tangent Normal Inverse Circle Vertical Horizontal G-Solve Root Max Min fMax fMin (Both logarithms only) (Both logarithms only) (Both logarithms only) Analysis y-Intercept Intersect y-cal x-cal dx Inflection Distance f(x)2dx Modify Dynamic Modify Direct Modify 20060301 g -9-2 Graph Types and Executable Functions Graph Type x= During Log Graphing y Inequality During Log Graphing x Inequality During Log Graphing Function Zoom Box In Out Auto Original g g Square Round Integer Previous Quick Types Trace Sketch Cls Plot Line Text Tangent Normal Inverse Circle Vertical Horizontal G-Solve Root Max Min fMax fMin (Both logarithms only) (Both logarithms only) (Both logarithms only) Analysis y-Intercept Intersect y-cal x-cal dx Inflection Distance f(x)2dx Modify Dynamic Modify Direct Modify 20060301 g -9-3 Graph Types and Executable Functions Graph Type y During Log Graphing 3D During Log Graphing Statistical - Plot During Log Graphing Function Zoom Box In Out Auto Original g Square Round Integer Previous Quick Types Trace Sketch Cls Plot Line Text Tangent Normal Inverse Circle Vertical Horizontal G-Solve Root Max Min fMax fMin (Both logarithms only) (Both logarithms only) Analysis y-Intercept Intersect y-cal x-cal dx Inflection Distance f(x)2dx Modify Dynamic Modify Direct Modify Statistical - Plot g (z-cal) · Scatter · xyLine · NPPlot 20060301 · Histogram · Broken g -9-4 Graph Types and Executable Functions Graph Type Statistical Regression During Log Graphing Statistical - Box During Log Graphing Conics During Log Graphing Function Zoom Box In Out Auto Original g g Square Round Integer Previous Quick Types Trace Sketch Cls Plot Line Text Tangent Normal Inverse Circle Vertical Horizontal G-Solve Root Max Min fMax fMin (Both logarithms only) (Both logarithms only) (Both logarithms only) Analysis y-Intercept Intersect y-cal x-cal dx Inflection Distance f(x)2dx Modify Dynamic Modify Direct Modify Statistical Regression · QuadR · LogR · NDist · LinearR · CubicR · ExpR · MedMed · QuartR · abExpR Statistical - Box · PowerR · MedBox · ModBox · SinR · LogisticR 20060301 g -10-1 Error Message Table 10 Error Message Table Error Message Table Error Message A single presentation can contain up to 60 pages. Access to Flash ROM Argument must be a variable name Can't Create Can't Delete Can't Edit Can't Rename Can't Transform into This Type Circular Reference Communication Failure Compressed Program. Current Folder Data size Delete or store operation is invalid for program/function type Dependent Value Division by 0 Domain Duplicate Name Exceeds Maximum Length of Line Exceeds Maximum Number of Folders Exceeds Maximum Number of Variables Description ­ ­ ­ ­ ­ ­ ­ ­ Circular reference exists for a variable. ­ ­ You attempted to perform an operation that is prohibited for the current folder. ­ ­ ­ ­ An argument value is outside of the specified Domain range. ­ A line in your program exceeds the allowable length. ­ The operation you are attempting creates variables that cause the maximum number of allowable variables to be exceeded. ­ ­ ­ Exception Error Occurred Failed in Undefined Window Calculation Failed to capture. [. . . ]