PrepTest 51, Section 1, Question 9
Six hotel suites�F, G, H, J, K, L�are ranked from most expensive (first) to least expensive (sixth). There are no ties. The ranking must be consistent with the following conditions:
Six hotel suites�F, G, H, J, K, L�are ranked from most expensive (first) to least expensive (sixth). There are no ties. The ranking must be consistent with the following conditions:
Six hotel suites�F, G, H, J, K, L�are ranked from most expensive (first) to least expensive (sixth). There are no ties. The ranking must be consistent with the following conditions:
Six hotel suites�F, G, H, J, K, L�are ranked from most expensive (first) to least expensive (sixth). There are no ties. The ranking must be consistent with the following conditions:
H is more expensive than L.
If G is more expensive than H, then neither K nor L is more expensive than J.
If H is more expensive than G, then neither J nor L is more expensive than K.
F is more expensive than G, or else F is more expensive than H, but not both.
If L is more expensive than F, then which one of the following could be true?
F is more expensive than H.
F is more expensive than K.
G is more expensive than H.
G is more expensive than J.
G is more expensive than L.
Explanations
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