Maya's practice table gives cumulative laps at times \(0,~5,~10,~15,~\text{and}~20~\text{minutes}\) as \(2,~5,~8,~11,~\text{and}~14~\text{laps}\). Test every statement below against the table and report the complete set of supported statement numbers.
1. Maya had completed \(8~\text{laps}\) after \(10~\text{minutes}\).
2. Maya completed \(2~\text{laps}~\text{every}~5~\text{minutes}\).
3. Maya started practice with \(0~\text{laps}\) completed.
4. From \(5~\text{minutes}~\text{to}~20~\text{minutes}\), the number of laps completed increased by \(9\).
5. Maya completed more laps in the first \(5~\text{minutes}\) than in the next \(5~\text{minutes}\).
What this problem is really about
Treat each statement as a claim that must be checked against the table, not as a description to accept because it sounds reasonable. For a value at a particular time, use that exact row; for a change over an interval, compare the two endpoint rows; and for a constant-rate claim, test more than one interval. Keeping point values, total changes, and rates distinct makes the evidence decisive.