The new perfume Aurora smells worse to Joan than any comparably priced perfume, and none of her friends likes the smell of Aurora as much as the smell of other perfumes.
Supporting Facts
Joan and her friends don't like the smell of Aurora. She thinks it's the worst of its class. Her friends think there are definitely others above it. Professor J likes Aurora more than any other perfume. She's an expert on the physiology of smell.
Evaluate
Usually with MBT, we're looking for conditionals. Technically the second claim is conditional.
Joan's friend → prefer others > Aurora
None of the others are conditionals (so, no chains happening). Do any of the facts trigger this rule?
Yes! Naturally, they trigger it via the contrapositive.
prefer Aurora > others → ~Joan's Friend
The professor prefers Aurora > all others, so by rule she isn't one of Joan's friends.
(If you knew how shady Joan's friend group is, you'd realize why one of the world's foremost experts on the physiology of smell simply can't risk the reputational harm of being Joan's friend, despite their obvious bestie chemistry)
Goal
They'll probably reward us for seeing that a fact triggers a rule: that the professor isn't one of Joan's friends.