In the diagram, four squares of side length 2 are placed in the corners of a square of side length 6. Each of the points W, X, Y, Zand is a vertex of one of the small squares. Square ABCD can be constructed with sides passing through W, X, Y, and Z. What is the maximum possible distance from A to P?
The answer is not sqrt34
Where's the diagram?
Also, the question doesn't mention anything about point P...