Gwalior’s town council has exactly three members: Dev, Shahid, and Sukhdev. During one week, the council members vote on exactly three bills: a recreation bill, a school bill, and a tax bill. Each council member votes either for or against each bill. The following is known:

Each member of the council votes for at least one of the bills and against at least one of the bills.

Exactly two members of the council vote for the recreation bill. Exactly one member of the council votes for the school bill.

Exactly one member of the council votes for the tax bill. Dev votes for the recreation bill and against the school bill Shahid votes against the recreation bill. Sukhdev votes against the tax bill.

If the set of members of the council who vote against the school bill are the only ones who also vote against the tax bill, then which one of the following statements must be true?

Option 1 -

Dev votes for the tax bill.

Option 2 -

Shahid votes for the recreation bill.

Option 3 -

Shahid votes against the school bill.

Option 4 -

Sukhdev votes against the school bill.

1 View | Posted 3 months ago

Asked by Shiksha User

1 Answer

Answered by

Payal Gupta | Contributor-Level 10

3 months ago

Correct Option - 4

Detailed Solution:

If the set of members of the council who vote against the school bill are the only ones who also vote against the tax bill, then they are Dev and Sukhdev because Shahid votes against recreation bill. Hence, Sukhdev must vote against the school bill.

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