Gce Model Questions Vol1 2019 Government Question 26

Practice objective / multiple choice question 26 from the 2019 Gce Model Questions Vol1 Government examination.

Gce Model Questions Vol1 2019 Government Objective / Multiple Choice Medium Difficulty
Question 26 GCE_MODEL_QUESTIONS_VOL1 • 2019 • GOVERNMENT • objective

In a mixed‑member proportional electoral system, a parliament has \(120\) seats, of which \(80\) are constituency seats elected by first‑past‑the‑post and the remaining \(40\) are list seats allocated to achieve overall proportionality based on the national vote. Three parties obtain the following vote shares and constituency seats: - Party A: \(45\%\) of the vote, \(38\) constituency seats - Party B: \(35\%\) of the vote, \(30\) constituency seats - Party C: \(20\%\) of the vote, \(12\) constituency seats No electoral threshold applies. Using the compensatory method (each party's total seats = \(\text{round}(\text{vote share}\times120)\) and list seats = total seats \(-\) constituency seats), determine the total number of seats each party will hold after the list allocation.

Answer Options

A. Party A: 55 seats, Party B: 40 seats, Party C: 25 seats
B. Party A: 54 seats, Party B: 41 seats, Party C: 25 seats
Correct Answer C. Party A: 54 seats, Party B: 42 seats, Party C: 24 seats
D. Party A: 53 seats, Party B: 43 seats, Party C: 24 seats
Correct Answer
C
Correct Option:
Party A: 54 seats, Party B: 42 seats, Party C: 24 seats

About This Question

This is Gce Model Questions Vol1 2019 Government Question 26. It is one of the objective questions from the 2019 Gce Model Questions Vol1 Government examination.

Difficulty level: Medium .

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