To find the difference between the maximum and minimum possible average weight overall, we need to consider two scenarios:

1. Maximum possible average weight: This would occur if the heaviest student is much heavier than the others. In this case, the total weight of the class would be (5 students * 35 kg/student) + (1 student * a lot of kg). The average would then be this total divided by 6. Since we don't know the exact weight of the heaviest student, we can't calculate a specific maximum average. However, we know it would be more than 35 kg.

2. Minimum possible average weight: This would occur if the lightest student is much lighter than the others. In this case, the total weight of the class would be (5 students * 30 kg/student) + (1 student * very few kg). The average would then be this total divided by 6. Since we don't know the exact weight of the lightest student, we can't calculate a specific minimum average. However, we know it would be less than 30 kg.

Therefore, the difference between the maximum and minimum possible average weight overall would be more than 5 kg (35 kg - 30 kg), but the exact amount can't be determined without more information.

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To find the difference between the maximum and minimum possible average weight overall, we need to consider two scenarios:

1. Maximum possible average weight: This would occur if the heaviest student is much heavier than the others. In this case, the total weight of the class would be (5 students * 35 kg/student) + (1 student * a lot of kg). The average would then be this total divided by 6. Since we don't know the exact weight of the heaviest student, we can't calculate a specific maximum average. However, we know it would be more than 35 kg.

2. Minimum possible average weight: This would occur if the lightest student is much lighter than the others. In this case, the total weight of the class would be (5 students * 30 kg/student) + (1 student * very few kg). The average would then be this total divided by 6. Since we don't know the exact weight of the lightest student, we can't calculate a specific minimum average. However, we know it would be less than 30 kg.

Therefore, the difference between the maximum and minimum possible average weight overall would be more than 5 kg (35 kg - 30 kg), but the exact amount can't be determined without more information.

Knowee AI · Accepted Answer

To find the difference between the maximum and minimum possible average weight overall, we need to consider two scenarios:

1. Maximum possible average weight: This would occur if the heaviest student is much heavier than the others. In this case, the total weight of the class would be (5 students * 35 kg/student) + (1 student * a lot of kg). The average would then be this total divided by 6. Since we don't know the exact weight of the heaviest student, we can't calculate a specific maximum average. However, we know it would be more than 35 kg.

2. Minimum possible average weight: This would occur if the lightest student is much lighter than the others. In this case, the total weight of the class would be (5 students * 30 kg/student) + (1 student * very few kg). The average would then be this total divided by 6. Since we don't know the exact weight of the lightest student, we can't calculate a specific minimum average. However, we know it would be less than 30 kg.

Therefore, the difference between the maximum and minimum possible average weight overall would be more than 5 kg (35 kg - 30 kg), but the exact amount can't be determined without more information.

in a class of 6 students average weight of the 5 lightest students is 30 kgs . average weight of 5 heaviest students is 35 kgs. what is the differnce between the maximim and minimum possible average weight overall.

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