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Do you know the answer to this formula?
If you use a certain formula on 13, you end up with 7.
Under the same formula, 2352 becomes 16, 246 becomes 14, 700 turns into 16, and 1030 becomes 14.
What would 9304 become?
Close, but not quite! :0)
11 Answers
- cmsb705Lv 52 decades agoFavorite Answer
The answer is 19.
To those who still want to try, this puzzle is pretty tricky. You might have tried converting these numbers to another base. If so, you are on the right track but an additional trick is still needed, which is not trivial.
Source(s): Mathematics Degree - 2 decades ago
yes it becomes 19,
using binary conversion, ading 1 per ech 0 and 2 per each 1.
But others answers are possible:
Uneven numbers -> 7
Even numbers divisible by 4 -> 16
Even numbers not divisible by 4 -> 14
So 9304 becomes 16, because it is divisible by 4.
Ofcourse, there can be many capricious and strange formulas that meets the conditions.
- 2 decades ago
U have frmed the question wrong if 2351 becomes 16 and 700 turns 16, Thats means 700 and 2351 are the same ,which is mathematically incorrect
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- 2 decades ago
16. (If I get the pattern correct) All you copiers come up with your own answers, I might get it wrong.
