Place each pair of angles in the correct column.

The answer to your question is:

Step-by-step explanation:

1 and 3 supplementary

1 and 4 congruent

3 and 6 congruent and corresponding

4 and 6 supplementary and corresponding

  see below

Step-by-step explanation:

All "Corresponding" angles are also "Congruent," so there are none that are only "corresponding" but not "congruent".

Any congruent supplementary angles need to be right angles. There are no right angles indicated in this figure, so "non" is written in the places where "corresponding" and "congruent" intersect.

In addition to the specific angle pairs in a gray rectangle, I have also shown the other angle pairs that fall in the various categories.

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If the transversal crossed at right angles, there would only be two categories of angles: