How to plot and integrate using Calculator App
Plot or Integrate using simulated data in specified range
To plot or integrate, input expression with respect to an independent variable and then tap 📈 or ≈∫
For example input expression X * X + X where X is an independent variable.
Tap on ≈∫ , select independent variable as X and start-end range from -5 to 5
Result -55∫ ƒ dX = 83.333333333 (Approx)
Plot or integrate using file spreadsheet data
Use the "Var=>▤Values=>Read from Sheet" option to open the variable editor. Then read from a spreadsheet file using the "Read Create Spreadsheet..." option. After the file is read by the app, a page is displayed showing the variable names from 'A' to 'Z' where each variable is mapped to a specific column.
If required, change the default mappings. You may specifically want to change mapping for an independent variable like X to point to a column having independent values. This column can be used as a reference to plot or integrate. (Skip this step if there is no independent variable for example in case of sequential data)
By default, Variable X is mapped to 1st column. Y is mapped to 2nd column. To plot or integrate 2nd column data in file with respect to 1st column, simply input the expression Y and tap on 📈 or ≈∫ and select independent variable as X.
The data/rows will be automatically sorted with respect to X column by the app. If you do not need any sorting for example in case of sequential data without an independent variable, select SEQ_NO as independent variable.
You can also use any complex expression that operates over the file data. For example, to plot the rate of change of Y with respect to X, use the expression derv(1, Y, X) using "Var" option on main screen. This will plot ∂/∂X(Y) i.e. rate of change of Y (Col 2) with respect to X (Col 1).
Contour Integral or Complex Path Integral
Let's find contour integral of 1/Z where path of Z is a circle on complex plane. First, we need to define expression for the circle using a separate parameter variable T and add it to our CAL list. The expression should define both real and imaginary parts of the complex path.
So, we input the complex expression cos(T) + i * sin(T) and add it to the CAL list using the AddToList option. (Use the F1 option to add cos and sin functions and VAR option to add parameter var T)








