Superconductors are substances that conduct electricity without resistance at low temperatures.
Given
Three of the four claims are conditionals, so we should be attracted to those and be asking ourselves whether any of them chain together or whether we can apply any of them to a provided fact (or both).
(1) Their use, however, will never be economically feasible, unless there is a substance that superconducts at a temperature above minus 148 degrees Celsius.
EF → M148
(2) If there is such a substance [one that superconducts above minus 148], that substance must be an alloy of niobium and germanium.
M148 → ANG
(3) Unfortunately, such alloys [alloys of niobium and germanium] superconduct at temperatures no higher than minus 160 degrees Celsius [not above minus 148].
ANG → ~M148
Evaluate
These three claims seem to chain together to give us this:
EF → M148 → ANG → ~M148
How weird! Within that chain of conditionals is a contradiction. What does that mean? If the trigger to a conditional leads you to a contradiction, then the trigger can't be true (because contradictions can't be true).
Goal
It looks like they are rewarding our ability to see ~EF, or "superconductors will never be economically feasible".
Let's look for that, or anything else we can derive from these facts.