District 1
Party A has the unique largest count and receives one seat.
The winner has fewer than or exactly half the valid votes. Plurality does not require an absolute majority.
Opening your next discovery…
Opening your next discovery…
Why can the party with more votes receive fewer constituency seats?
A prediction is a starting idea. You can revise it after exploring.
Use at least 40 characters and include an observation. Your writing is saved as evidence; it is not automatically judged for accuracy.
This records completion of this demonstration. It is not an official grade or a claim of mastery.
This is an original Bodhi learning activity. Official references establish its curriculum context, rather than endorsement of the simulation or complete syllabus coverage.
Contents. Official syllabus Part 1 pp. 8–11 and Part 2 pp. 11–14 inspected. File ends with Course Structure will be provided shortly and retains a 2025–26 internal assessment heading. These are syllabus themes, not confirmed NCERT numbered chapter titles. Part 2 numbering restarts at 1 in source. Inspected scope: curriculum.
Source checked · 2026-10-21Printed pp.163–164, electoral systems. Current chapter body inspected: plurality awards a constituency to its largest vote count without requiring an absolute majority. The comparison task and all counts are original. Tie handling is intentionally not a statement of Indian election law.
Source checked · 2026-10-21Original activities, questions, reading passages and fictional archives. A curricular connection does not make a Bodhi activity an official NCERT exercise. Broader grade adaptation awaits educator review.
Mapping under review · 2026-10-21Investigation 01
Three fictional parties compete in three fictional constituencies. Each valid ballot is one vote. Under this simplified first-past-the-post rule, the unique largest count wins one seat; no national vote-to-seat conversion is applied. Change a count to test how sensitive the result is.
| Constituency | Party A | Party B | Party C |
|---|---|---|---|
| District 1 | |||
| District 2 | |||
| District 3 |
Party A has the unique largest count and receives one seat.
The winner has fewer than or exactly half the valid votes. Plurality does not require an absolute majority.
Party A has the unique largest count and receives one seat.
The winner has fewer than or exactly half the valid votes. Plurality does not require an absolute majority.
Party B has the unique largest count and receives one seat.
The winner also has more than half the valid votes.
| Party | Total votes | Seats |
|---|---|---|
| Party A | 90 | 2 |
| Party B | 150 | 1 |
| Party C | 60 | 0 |
Unresolved constituencies: 0. Totals add votes; seats count district winners. Different distributions of the same total can produce different seat outcomes.
Investigation 02
A fourth fictional constituency reports A: 42, B: 42, C: 16. Our simulation has no tie-break mechanism. A commentator proposes giving this seat to the party with the most votes nationally. Evaluate that proposal using the stated rule.
Fictional, simplified constituency model linked to CBSE IX Elections and electoral-system comparison. It omits eligibility, turnout, invalid ballots, legal tie resolution, delimitation and coalition formation. Real election law and administration require authoritative sources; this is not an election forecast or a model of political preferences.