Recent content by robax25

  1. R

    How can we fairly distribute food among four people with different appetites?

    10 is right answer. am I right? because reminder is 1 now
  2. R

    How can we fairly distribute food among four people with different appetites?

    Firstly, I think like that, you are right. The total food is eaten by 1st person = 1/3+((16/81)/3)=97/243 means (97/243)/(8/81)=4 bread The total food is eaten by 2nd person = 2/9+ ((16/81)/3)=70/243= means (70/243)/(8/81)=2.91~3 The total food is eaten by 3rd person = 4/24 +((16/81)/3)=0.232...
  3. R

    How can we fairly distribute food among four people with different appetites?

    if the result is 10 than 10/3 and 1 is remainder. 2.1 ~2 than the answer is right
  4. R

    How can we fairly distribute food among four people with different appetites?

    how does it work? because, after eating at night, the rest food is 8/27. In morning, I divide it by 3. it means (8/27)/3=8/81 is for 4th person and 8/81*2=16/81 food is consumed by 3 persons at morning. Now if I consider 8/81 = 1 bread , then total food is consumed by one divides by (8/81)...
  5. R

    How can we fairly distribute food among four people with different appetites?

    Firstly, I think like that, you are right. The total food is eaten by 1st person = 1/3+((16/81)/3)=97/243 means (97/243)/(8/81)=4 bread The total food is eaten by 2nd person = 2/9+ ((16/81)/3)=70/243= means (70/243)/(8/81)=2.91~3 The total food is eaten by 3rdd person = 4/24 +((16/81)/3)=0.232...
  6. R

    How can we fairly distribute food among four people with different appetites?

    how does it is possible?. Because, the question is clearly state that the food is remained by 3rd person at night, In morning, the remained food they distribute it equally with 3 persons and the rest is given to 4th persons. How do I calculate it?
  7. R

    How can we fairly distribute food among four people with different appetites?

    The total food is eaten by 1st person = 1/3+((16/81)/3)=97/243 means (97/243)/(8/81)=4 bread The total food is eaten by 2nd person = 2/9+ ((16/81)/3)=70/243= means (70/243)/(8/81)=2.91~3 The total food is eaten by 3rdd person = 4/24 +((16/81)/3)=0.232 means 0.232/(8/81)=2.33~3 4th person is 1...
  8. R

    How can we fairly distribute food among four people with different appetites?

    how can be calculated the amount of food for 4th persons?
  9. R

    How can we fairly distribute food among four people with different appetites?

    it is clear that At morning they divide the rest food equally and After that, there is also rest food again and it is eaten by 4th person. 4th person eats food only at morning.
  10. R

    How can we fairly distribute food among four people with different appetites?

    If I consider for last calculation like that, At morning, they divide the food, (8/27)/3=8/81. As there are 3 person, they eat more than one person.it means 3 person consume food at morning, 8/27- (8/81)=16/81 and rest 8/81. Then, the answer would be different.
  11. R

    How can we fairly distribute food among four people with different appetites?

    1st person consumes food =1/3 He puts in the basket = 1-1/3=2/3 2nd person consumes food=(2/3)/3=2/9 and He puts in the basket =2/3-2/9=4/9 3rd person consumes food = (4/9)/3=4/27 and he puts in the basket = 4/9-4/27=8/27 At morning, three persons consume food ,(8/27)/3=8/81means every one...
  12. R

    How can we fairly distribute food among four people with different appetites?

    If I consider that it is a sequence, then, I must follow the sequence. The three calculations can be calculated easily as they follow sequence. But the last one, there is a trick. If I follow the sequence, I must say that 0.198 is consumed by 4th person. The problem that, you cannot calculate...
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