[If the program asks you whether to evaluate all "initialization cells", answer "Yes".]
The basic graphing command is "Plot": You input the function you want to graph, then a list containing the variable name, the left end point of the viewing domain and the right end point of the domain:
![[Graphics:Images/Plot_gr_1.gif]](Images/Plot_gr_1.gif)
You can resize a picture by dragging at one of its corners. Try it with the graph below!
![[Graphics:Images/Plot_gr_4.gif]](Images/Plot_gr_4.gif)
Mathematica chooses the viewing range automatically. You can change its choice by including range instructions.
(You can type the arrow "->" by combining "-" with">".)
![[Graphics:Images/Plot_gr_7.gif]](Images/Plot_gr_7.gif)
Use "PlotRange->All" to see all of the range:
![[Graphics:Images/Plot_gr_10.gif]](Images/Plot_gr_10.gif)
![[Graphics:Images/Plot_gr_13.gif]](Images/Plot_gr_13.gif)
You can graph more than one function at a time by providing a list of functions:
![[Graphics:Images/Plot_gr_16.gif]](Images/Plot_gr_16.gif)
Mathematica can also graph implicit functions. Note that two equal signs are needed for the equation, and that you have to tell the program about the domain for both variables.
![[Graphics:Images/Plot_gr_19.gif]](Images/Plot_gr_19.gif)
If the graph looks rugged, try to increase the variable "PlotPoints". Compare the two examples below:
![[Graphics:Images/Plot_gr_22.gif]](Images/Plot_gr_22.gif)
![[Graphics:Images/Plot_gr_25.gif]](Images/Plot_gr_25.gif)