Evelyn, Frank, Grace, and Henry each live on a different floor of a four-story building (floors 1 to 4). 1. Frank lives on a higher floor than Evelyn. 2. Grace does not live on floor 1 or floor 4. 3. Henry lives two floors above Evelyn. On which floor does Grace live?
Floor 2
Since Henry lives two floors above Evelyn, Evelyn must be on floor 1 or 2. If Evelyn were on floor 2, Henry would be on floor 4, leaving floor 1 for Grace—which violates rule 2. Thus, Evelyn is on floor 1, Henry is on floor 3, Frank (higher than Evelyn) is on floor 4, leaving floor 2 for Grace.
About this riddle
Logic riddles give you a few facts and ask what must be true. List what you know, cross out what cannot be, and see what is left.
Difficulty: Medium. More like this: Logic riddles with answers or try Einstein's Logic Grid for a different kind of puzzle.
More logic riddles
A silent archive holds three identical golden books on a shelf, labeled 'Truth', 'Lies', and 'Mixed'. The labels were all switched incorrectly by a mischievous librarian. You may open only one book and read a single sentence to deduce all correct labels. Which book do you open, and what must the sentence say for you to solve the puzzle?
Three jars are labeled 'Red', 'Blue', and 'Mixed'. All three labels are incorrect. You pick one marble from the jar labeled 'Blue' and it is Red. What is the actual content of the jar labeled 'Blue'?
Three workers—Adam, Beth, and Carl—finish their shifts at 2 PM, 4 PM, and 6 PM. Beth finishes two hours after Adam. Carl does not finish at 6 PM. What time does each person finish?
Five friends line up for a ride at the fair, and the sign lists only these facts. Boris stands ahead of Kira. Kira stands ahead of Aria. Aria stands ahead of Opal. Opal stands ahead of Dmitri. Who stands second in line?
A merchant has three identical-looking boxes. One contains only gold coins, one contains only silver coins, and one contains a mix of both. Every box is labeled incorrectly. The merchant lets you draw just one coin from a single box to fix all the labels. Which box do you choose?
You have three distinct keys: Brass, Silver, and Gold. Each opens one of three locked doors: Red, Green, or Blue. The Brass key does not open the Red or Green door. The Silver key does not open the Green door. Which door does the Gold key open?

