EUROPEAN POLITICS FUNDAMENTALS — Chapter 3, Exercise 1
Degressive Proportionality
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QUESTION:
Explain, in your own words, why a system that gives smaller member
states proportionally more seats per capita than larger ones is a
deliberate design choice rather than a flaw — and name one comparable
real-world mechanism from another political system that addresses a
similar underlying concern.

SOLUTION:

Degressive proportionality is a deliberate design choice because
strict population-proportional representation would let a handful of
the EU's largest member states permanently outvote every smaller
member state combined on almost every question, regardless of how
many separate countries actually disagreed with them. By
deliberately weighting smaller states' own votes more heavily per
capita, the system protects those states from being structurally
irrelevant in a body meant to represent all 27 member states as
distinct political communities, not just one undifferentiated EU-wide
population.

A comparable real-world mechanism: the United States Senate, where
every state gets exactly two senators regardless of population —
California and Wyoming have equal representation in that chamber
despite an enormous population difference. Both mechanisms exist to
protect smaller constituent political units from being permanently
outweighed by population size alone, though the EU's own approach is
degressive (smaller states get proportionally more, not perfectly
equal) rather than the Senate's flat, fully equal model.

WHY THIS WORKS AS AN ANSWER
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A strong answer identifies the real underlying political problem
(smaller units being permanently outvoted) rather than just repeating
the mechanical definition, and then finds a genuinely comparable — but
not identical — real-world case. The US Senate is the classic
comparison, but it's worth noting the two systems aren't the same:
the Senate provides fully equal representation per state, while EU
degressive proportionality still scales with population, just less
steeply than a purely proportional system would.