Let us break it down.
First, find the arithmetic total of the number of cows.
Sum= 99/2 * (1+99)
=4950
This number must be divided evenly between the sons as per your question.
4950/9 = 550
Now, there are multiple ways to do this. One way is to just give each son a cow plus another cow until the numbers add up to 550. Then, repeat the procedure with each son. However, if you want each son to receive equal amount of milk and an equal number of cows the solution is unique. Each son will need 11 cows. The average of each cow must then be 50.
Here is one solution: 1, 18, 19, 36, 37, 54,55, 72, 73, 90,95
2007-07-19 21:51:16
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answer #1
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answered by Anonymous
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1st son -99 ,10 ,90 ,19 ,81 ,28 ,72 ,37 ,63 ,51 =550
2ndson-98 ,11 ,89 ,20 ,80 ,29 ,71 , 38 ,62 ,52 =550
3edson-97 ,12 ,88 ,21 ,79 ,30 ,70 ,39 , 61 ,53 =550
4thson- 96 ,13 ,87 ,22 ,78 ,31 ,69 , 40 ,60 ,54 =550
5thson- 05 ,95 ,14, 86, 23, 77, 32, 68, 41, 59,50 =550
6thson- 01, 06, 94, 15, 85, 24, 76, 33, 67, 42, 58, 49 =550
7thson-02, 07, 93, 16, 84, 25, 75, 34, 66, 43, 57, 48 =550
8thson-03, 08,, 92, 17, 83, 26, 74, 35, 65, 44, 56, 47 =550
9thson-04, 09, `91, 18, 82, 27, 73, 36, 64, 45, 55, 46 =550
2007-07-20 04:33:21
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answer #3
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answered by Amidhala S 2
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