Plot
 Usage
• Plot[f, {x,  ,  }] generates a plot of f as a function of x from  to  .
• Plot[{ ,  , ... }, {x,  ,  }] plots several functions  .
Notes
• Plot evaluates its arguments in a non-standard way (see Section A.4.2). You should use Evaluate to evaluate the function to be plotted if this can safely be done before specific numerical values are supplied. • Plot has the same options as Graphics, with the following additions:
| Compiled | True | whether to compile the function to plot | | MaxBend | 10. | maximum bend between segments | | PlotDivision | 20. | maximum subdivision factor in sampling | | PlotPoints | 25 | initial number of sample points | | PlotStyle | Automatic | graphics directives to specify the style for each curve |
• Plot uses the default setting Axes -> True. • Plot initially evaluates f at a number of equally spaced sample points specified by PlotPoints. Then it uses an adaptive algorithm to choose additional sample points, attempting to produce a curve in which the bend between successive segments is less than MaxBend. It subdivides a given interval by a factor of at most PlotDivision. • You should realize that with the finite number of sample points used, it is possible for Plot to miss features in your function. To check your results, you should increase the setting for PlotPoints. • Plot returns a Graphics object. • New in Version 1.
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