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A shopping mall has a large basement parking lot with parking slots painted in it along aΒ single row. These slots are quite narrow; a compact car can fit in a single slot but an SUVΒ requires two slots. When a car arrives, the parking attendant guides the car to the firstΒ available slot from the beginning of the row into which the car can fit.
For our purpose, cars are numbered according to the order in which they arrive at the lot. ForΒ example, the first car to arrive is given a number 1, the second a number 2, and so on. ThisΒ numbering does not indicate whether a car is a compact or an SUV. The configuration of aΒ parking lot is a sequence of the car numbers in each slot. Each single vacant slot isΒ represented by letter V.
For instance, suppose cars numbered 1 through 5 arrive and park, where cars 1, 3 and 5 areΒ compact cars and 2 and 4 are SUVs. At this point, the parking lot would be described by theΒ sequence 1, 2, 3, 4, 5. If cars 2 and 5 now vacate their slots, the parking lot would now beΒ described as 1, V, V, 3, 4. If a compact car (numbered 6) arrives subsequently followed by anΒ SUV (numbered 7), the parking lot would be described by the sequence 1, 6, V, 3, 4, 7.
Answer the following questions INDEPENDENTLY of each other.
Suppose that car 4 is not the first car to leave and that the sequence at a time betweenΒ the arrival of the car 7 and car 8 is V, 7, 3, 6, 5. Then which of the following statementsΒ MUST be false?
Here we can see that cars 3 and 5 are still in their position. Thus car 4 was not the first car to leave, either 1 or 2 left before 4. Let's say only car 2 left before car 4. Now supposingly if car 2 is an SUV, car 6 was parked in that lot. Thus car 2 and car 7 are compact cars. Option 4 is correct.
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