gianmarco
Footballguy
Background: 8 students from my son's school made it to a regional math competition (including him). There are both individual as well as team competitions. Teams are groups of 4 and most of the team score is made up of the individual scores with an added component where they work together. If a team qualifies for state, then all members get to go even if their individual score wouldn't otherwise be high enough. Same thing goes for each level of the competition. There were 2 teams of four students that competed from his school.
Situation: At the regional competition, one team qualified to move on (4 students) and one individual from the other team qualified. Thus, 5 students are going to be competing at state. Two of the students qualified as individuals (or would have qualified as one was on the qualifying team). Two other students just missed the individual cutoff but were on the team that scored well enough. The last student was significantly lower than all the other four students but was on the team that qualified so that student qualifies as well. To put in context, the top 10 individuals move on. The individual finishes for the five students were: 4th, 5th (other team), 12th, 14th, 29th.
At the state competition, they can either split it up as a team of 3 and a team of 2 or they can split it up as a team of 4 and a team of 1. However, as a team of 3 or 2, neither team will have a chance to move on as a team. All 5 of the students decide to do 4 and 1 because they realize that that gives most of them the best chance to move on. The team of 1 can only move on as an individual. They now have to decide who is going to compete alone. If an objective person is choosing to maximize the team, the choice is obvious as one student was a clear outlier (and had been in previous competitions). But, the math teacher said they needed to decide amongst themselves how to handle it. These are 6th graders to put in perspective the social situation of this and their ability to decide.
1) If you are the parent of the student that is the outlier, what do you advise your child?
2) If you are the parent of one of the top four students, what do you advise your child?
Situation: At the regional competition, one team qualified to move on (4 students) and one individual from the other team qualified. Thus, 5 students are going to be competing at state. Two of the students qualified as individuals (or would have qualified as one was on the qualifying team). Two other students just missed the individual cutoff but were on the team that scored well enough. The last student was significantly lower than all the other four students but was on the team that qualified so that student qualifies as well. To put in context, the top 10 individuals move on. The individual finishes for the five students were: 4th, 5th (other team), 12th, 14th, 29th.
At the state competition, they can either split it up as a team of 3 and a team of 2 or they can split it up as a team of 4 and a team of 1. However, as a team of 3 or 2, neither team will have a chance to move on as a team. All 5 of the students decide to do 4 and 1 because they realize that that gives most of them the best chance to move on. The team of 1 can only move on as an individual. They now have to decide who is going to compete alone. If an objective person is choosing to maximize the team, the choice is obvious as one student was a clear outlier (and had been in previous competitions). But, the math teacher said they needed to decide amongst themselves how to handle it. These are 6th graders to put in perspective the social situation of this and their ability to decide.
1) If you are the parent of the student that is the outlier, what do you advise your child?
2) If you are the parent of one of the top four students, what do you advise your child?
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