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(1) Exactly four distinct three-crayon color combinations were represented in the box before Susan selected three crayons. From this, we know there are 4 possible combination of the selection, but we do not know how many crayons are in the box or how many different colors for these crayons.
(2) Just before Susan's selections, the box contained exactly five crayons. From this, we know there are 5 crayons, but we do not know their respective colors.
(1) +(2), from this combination, we know there are 4 possible combination of colors for the selection and we know there are 5 crayons. If this is the case, then there are 3 colors and one of the color has 3 crayons while the other two has only one crayon.
A A A B C ABC, AAB, AAC, AAA |
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