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Bunuel
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I think the answer is B because it says: " each skier used a different pair of skis on each run". So statement 1 is trying to lure to trap C. IMHO )
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Bunuel
If 8 skiers raced down a course multiple times in one day, and each skier used a different pair of skis on each run, what is the total number of different skis used by the 8 skiers during the day?

(1) No skier shared any skis with any other skier.

(2) Each skier made exactly 12 runs during the day.

Hi,

To get the total number of different skis used we need to know how many times the skiers raced and how many skiers shared the skis?
Because if the skiers shared their skis then the total number of different skis used will be less than the number of skis used had the skiers not shared the skis.

From Statement 1 we just know that skiers did not share the skis but no information is given about the number of times they raced.

Statement 2 provides number of runs but not the number of skiers who shared their skis.

Combining these two statements we can get the number of different skis used during the day.

Hence for me the answer is "C".

This is my understanding, do correct me if its wrong. :)
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