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Multi-images

The first method is to have what is called a multi-image, which is just a single image that has both equations after the split:

$\includegraphics{figures/plural/fig_plural_da.eps}$

In other words, instead of just visualizing one equation, you visualize both of them. You then do the manipulations for each individually.

$\includegraphics{figures/plural/fig_plural_db.eps}$

$\includegraphics{figures/plural/fig_plural_dd.eps}$

$\includegraphics{figures/plural/fig_plural_de.eps}$

$\includegraphics{figures/plural/fig_plural_df.eps}$

Here we did each equation one at a time. If you are good, you can solve both simultaneously.

$\includegraphics{figures/plural/fig_plural_dg.eps}$

$\includegraphics{figures/plural/fig_plural_dh.eps}$

It is powerful to combine the use of multi-images with windowing. Visualizing several variations of the same equation at once is a lot of work. Because of the similarity, though, it is relatively easy to window them.