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a lot of thanks to Lee scientist:
Here is another similar question.1.the extent is (1 to 33); 2.the integers can not be repeated; 3.only there are six numbers plus together(they are a,b,c,d,e,f only); 4.and the sum of them is 102.
then,dear lee scientist,could you pls give me the outputs once more?

2007-01-28 00:21:24 · 2 answers · asked by fred 1 in Science & Mathematics Mathematics

2 answers

lol. I didn't see that you had more questions. Fell across this one by accident. If you have any more questions after this... tell me... or msg me. Go to my profile and i think you can send me an e-mail or whatnot from it. Either that or just add another comment to the question. Oh btw. Make sure you right click and save the answers for that last one that you want... because they won't be up there forever... i won't take them down in the next week.. but eventually they'll go.
*modifies program* lol.
lol. Usually you have to add code. but going from 7 to 6, i've had to delete some lol.
http://www.ualberta.ca/~mpelech/Yahoo/Answers/answer102.txt

2007-01-28 09:28:22 · answer #1 · answered by Le Scientist 2 · 0 0

Are you looking for 6 different numbers between 1 and 33 that add up to 102?
Well, the average of the numbers is 102/6, or 17.
So, what if we note that 16+18 = 17+17, 15+19=17+17, and 14+20=17+17
Then, 14+15+16+18+19+20 = 102

2007-01-28 05:33:22 · answer #2 · answered by firefly 6 · 0 0

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