If the natural history museum stays within this year's budget, it will be unable to stay within next year's budget, for renovating next year will make the museum's expenditures exceed next year's very tight budget.
Conclusion
If museum stays within this year's budget, it won't be able to stay within next year's budget.
Premise (for)
Renovating next yr will make expenditures exceed next year's very tight budget.
Intermediate Conclusion (after all)
If they don't renovate this year, they'll have to renovate next year.
Premise (because)
Work from previous renovations is deteriorating rapidly.
Evaluate
We can tell the first claim is the conclusion, because every claim after that is introduced by some Support indicator (for, after all, because --- awww, it's almost the whole FABS gang; Since must feel so left out).
So we're trying to prove/create this logic path: stay w/in won't stay this yr's ---------------------------------> w/in next yr's budget budget
The first thing to ask ourselves is whether the premises already provided some sort of rule that would prove "don't stay within next year's budget".
They did! renov won't stay next yr -----> w/in next yr's budget
So now we know we're trying to prove that they will renovate next year. Did the premises provide us with a way to prove that they'll renovate next yr?
They did! don't renov renov ----> next yr this yr
So now we know we're trying to prove that they won't renovate this yr. Did they give us a way to prove that they won't renovate this yr?
Nope. The final claim, that previous renovations are deteriorating rapidly, is useless to us because it doesn't connect to this chain. They're asking us to prove that the museum won't be able to stay within next year's budget, and they've given us a mechanism to do so:
don't renov don't stay renov ----> next yr -----> w/in next yr's this yr budget
The correct answer is definitely making use of this conditional chain, and that 'deteriorating rapidly' premise doesn't interact with this chain at all, so we can ignore that.
Goal
This is the logic path we want to create:
stay w/in won't stay this yr's ------------------------------------> w/in next yr's budget budget
This is what we have so far, from the evidence:
don't renov don't stay renov ----> next yr -----> w/in next yr's this yr budget
So the missing piece we need to add in order to build the logic path of the conclusion is:
stay w/in don't this yr's ---> renov budget this yr
We can also get ready for an answer saying the contrapositive version:
do won't stay renov ---> within this this yr yr's budget
The idea of "staying within this year's budget" is a New Concept in the Conclusion, so it needs to be in our correct answer. We can quickly ditch any answer that doesn't have it.