PrepTest 92+, Section 4, Question 19
Exactly five hats are displayed in a boutique. The hats are numbered 1 through 5, and each hat is one of three kinds: either a fedora, a pillbox, or a tam. The display must be consistent with the following:
Exactly five hats are displayed in a boutique. The hats are numbered 1 through 5, and each hat is one of three kinds: either a fedora, a pillbox, or a tam. The display must be consistent with the following:
Exactly five hats are displayed in a boutique. The hats are numbered 1 through 5, and each hat is one of three kinds: either a fedora, a pillbox, or a tam. The display must be consistent with the following:
Exactly five hats are displayed in a boutique. The hats are numbered 1 through 5, and each hat is one of three kinds: either a fedora, a pillbox, or a tam. The display must be consistent with the following:
At most two pillboxes are displayed.
3 is not a pillbox.
2 is the same kind of hat as 5.
If 1 is a different kind of hat than 3, then 2 and 4 are both tams.
If 3 and 4 are both tams, then 1 is a pillbox.
If exactly one tam is displayed, which one of the following must be true?
3 is the tam.
4 is the tam.
2 is a pillbox.
1 is a pillbox.
5 is a fedora.
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