Most veterinarians, and especially those at university veterinary research centers, have a devoted interest in the biological sciences.
Statements
We have two Most claims about the same group (veterinarians), so we can probably make the Most + Most trait overlap inference.
Most A's are B Most A's are C
inference: some B are C
Most veterinarians have a devoted interest in biological sciences Most veterinarians choose career primarily for love
infer: some people with a devoted interest in biological sciences chose their career primarily for love of animals.
Conditional (among X, there are no Y)
Seriously interested in biological science no prominent and → veterinarians No special love for animals
Evaluate
Does that conditional interact at all with our two Most statements?
Maybe, they both refer to "veterinarians". The conditional talks about prominent veterinarians, but they are still veterinarians. If we contrapose that conditional, here's what we get:
Prominent not devoted do love veterinarian → to biological sciences OR animals
We already know that all veterinarians ARE devoted to biological science and DO love animals, so we don't have to guess which of those "X or Y' options would apply.
Goal
The correct answer to Must Be False almost always contradicts a conditional or contradicts an available inference.
So we might see - This dude's a prominent veterinarian, he's seriously interested in biological science, but doesn't love animals.
or
- nobody both "has a devoted interest in biological sciences" and "chose their profession because they love animals"