If 25 members at a meeting cast a vote on the motion to lay on the table, what is the minimum number that would have to vote in the affirmative to adopt it?

In voting procedures, particularly within the context of parliamentary procedure, a motion to lay on the table typically requires a simple majority for adoption. A simple majority means that more than half of the votes cast must support the motion in order for it to pass.

In this scenario, where 25 members participate in the vote, the calculation for a simple majority is done by taking half of the votes and then rounding up if necessary. Half of 25 is 12.5, meaning that to achieve a majority, at least 13 votes in the affirmative would be required.

Thus, when a motion requires a majority, the minimum number of members who must vote in favor to successfully adopt the motion is indeed 13. This ensures that there is a clear majority support for the motion, allowing the motion to pass effectively.