PrepTest 34, Section 1, Question 21
Each of exactly six doctors�Juarez, Kudrow, Longtree, Nance, Onawa, and Palermo�is at exactly one of two clinics: Souderton or Randsborough. The following conditions must be satisfied:
Each of exactly six doctors�Juarez, Kudrow, Longtree, Nance, Onawa, and Palermo�is at exactly one of two clinics: Souderton or Randsborough. The following conditions must be satisfied:
Each of exactly six doctors�Juarez, Kudrow, Longtree, Nance, Onawa, and Palermo�is at exactly one of two clinics: Souderton or Randsborough. The following conditions must be satisfied:
Each of exactly six doctors�Juarez, Kudrow, Longtree, Nance, Onawa, and Palermo�is at exactly one of two clinics: Souderton or Randsborough. The following conditions must be satisfied:
Kudrow is at Randsborough if Juarez is at Souderton.
Onawa is at Souderton if Juarez is at Randsborough.
If Longtree is at Souderton, then both Nance and Palermo are at Randsborough.
If Nance is at Randsborough, then so is Onawa.
If Palermo is at Randsborough, then both Kudrow and Onawa are at Souderton.
What is the minimum number of doctors that could be at Souderton?
zero
one
two
three
four
Explanations
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