&nbs ... ;          A Review of the Graph package

Ya Zhen Lu

U - Mass Lowell

yalu02148@yahoo.com

click here for notebook

Graphics`Graphics` You can do most standard plots in two dimensions using the built - in func ... og - log plot . The functions provided in this package may be used to produce such plots . <br />

This loads the package . <br />

In[3]:=

<<Graphics`Graphics`<br />

This gives a log - log plot of x^3.<br />

In[7]:=

LogLogPlot[x^3, {x, 1, 3}] 

[Graphics:HTMLFiles/review_9.gif]

Out[7]=

⁃Graphics⁃

This gives a plot of x^3.

In[8]:=

Plot[x^3, {x, 1, 3}]

[Graphics:HTMLFiles/review_13.gif]

Out[8]=

⁃Graphics⁃

This gives a plot of x^3 + 4

In[9]:=

Plot[x^3 + 4, {x, 1, 4}]

[Graphics:HTMLFiles/review_17.gif]

Out[9]=

⁃Graphics⁃

In[10]:=

Plot[2x^3 + 6, {x, 1, 5}]

[Graphics:HTMLFiles/review_20.gif]

Out[10]=

⁃Graphics⁃

This plots an ellipse and a limacon on the same graph . <br />

In[12]:=

Plot[{4/(2 + Cos[t]), 4 Cos[t] - 2}, <br /> {t, 0, 2 Pi}] <br />

[Graphics:HTMLFiles/review_24.gif]

Out[12]=

⁃Graphics⁃

In[14]:=

Plot[{4/(2 + Sin[t]), 4Sin[t] - 2}, {t, 0, 2Pi}]

[Graphics:HTMLFiles/review_27.gif]

Out[14]=

⁃Graphics⁃

<br />

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Created by Mathematica  (April 13, 2004)