Every political philosopher of the early twentieth century who was either a socialist or a communist was influenced by Rosa Luxemburg.
Statements
conditional (every)
20th cent. political philosopher influenced and socialist / communist → by R.L.
conditional (no A's are B = all A's are ~B)
influenced → didn't advocate by R.L. totalitarian state
Evaluate
Whenever we're doing Must Be True, we're primarily reading for any Conditional / Causal / Math-y language.
This had two conditional claims (we could also think of Every / No as quantifiers, if we want, but they are conditional-strength quantifiers).
Whenever we see conditionals, we have two things on our mind: 1. Can I chain this conditional to another one? 2. Can I apply this conditional to a provided fact?
Both of these claims are conditional, and they have an overlapping term ("influenced by Rosa"), so we should see if we can chain them , and indeed we can.
20th cent PP → influenced → didn't advocate and soc/comm by R.L. totalitarian state
Goal
We can probably expect some illegal reversals and negations in the wrong answers. The correct answer will probably reward us for putting this chain together by connecting the 1st to 3rd thing, possibly by contrapositive.