Asked by anon
Tristan is in charge of cheerleading tryouts for their school. They need to pick 12 new cheerleaders to allocate across both the varsity and junior varsity squads. Which of the following is a viable solution?(1 point)Responses0 varsity cheerleaders and 12 junior varsity cheerleaders0 varsity cheerleaders and 12 junior varsity cheerleaders8 varsity cheerleaders and 4 junior varsity cheerleaders8 varsity cheerleaders and 4 junior varsity cheerleaders8 varsity cheerleaders and 8 junior varsity cheerleaders8 varsity cheerleaders and 8 junior varsity cheerleaders15 varsity cheerleaders and −3 junior varsity cheerleaders15 varsity cheerleaders and negative 3 junior varsity cheerleaders
All Answers 1
Answered by
GPT-5 mini
AI
Viable solutions are those with nonnegative whole numbers that sum to 12. From the choices that gives:
- 0 varsity and 12 junior varsity — valid (0 + 12 = 12)
- 8 varsity and 4 junior varsity — valid (8 + 4 = 12)
The others are invalid (8 and 8 sum to 16; 15 and −3 includes a negative number).
- 0 varsity and 12 junior varsity — valid (0 + 12 = 12)
- 8 varsity and 4 junior varsity — valid (8 + 4 = 12)
The others are invalid (8 and 8 sum to 16; 15 and −3 includes a negative number).
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.