Hi,
Thanks for your question!
The stimulus uses deductive logic, combining elements of Conditional Reasoning and Formal Logic. If you're a student in one of our FL LSAT courses, the concept of Formal Logic is explained in a Virtual Module under Lesson 8. If you're using the Logical Reasoning Bible, there is a chapter dedicated to this topic as well. Thankfully, while Conditional Reasoning is still important in both LG and LR, Formal Logic is becoming increasingly rare on the test, so your difficulty with this question should not be a cause for alarm
That said, let's break down the stimulus:
All bridges built from 1950 to 1960 are in serious need of rehabilitation. Some bridges constructed in this period, however, were built according to faulty engineering design. That is the bad news. The good news is that at least some bridges in serious need of rehabilitation are not suspension bridges, since no suspension bridges are among the bridges that were built according to faulty engineering design.
- 1. Bridges built 1950-1960 Need of rehab
2. Bridges built 1950-1960 Faulty design
3. Need of rehab Suspension
(I'm excluding this statement from the diagram, as it's an inference the author is drawing from combing claims #1, 2, and 4)
4. Suspension Faulty design
Applying the rules of Formal Logic, the propositions above can be combined into the following conditional chain:
Suspension Faulty design Bridges built 1950-1960 Need of rehab
Now, let's consider the possible inferences that can be drawn from this chain:
1. If some bridges built between 1950-1960 have faulty design, but no bridge that is built according to a faulty design is a suspension bridge, we can conclude that some bridges built between 1950-1960 are not suspension bridges:
- Bridges built 1950-1960 Suspension
2. Since all bridges built between 1950-160 are in need of rehab, and some are based on faulty design, we can conclude that at least some bridges that are based on faulty design are in need of rehab:
- Faulty design Need of rehab
The correct answer choice needs to conform to either of these two inferences. There is, of course, one more inference that we can draw from these relationships. However, since it was already included in the stimulus, we are unlikely to be tested on it:
- Need of rehab Suspension
Answer choices (A) and (B) are incorrect, because no conclusion can be drawn about suspension bridges. All we know is what must be true of non-suspension bridges.
Answer choice (C) is consistent with the second inference (above), and is therefore correct.
Answer choice (D) must be false, since all such bridges are in need of rehab.
Answer choice (E) is also false, because not a single bridge that is built on faulty design is a suspension bridge.
Hope this helps!