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I got here throughout a puzzle (posed by my associates) that seemed like this:
Does anybody see any sample right here ?
requested Feb 8, 2015 at 15:43
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I’d guess that the query mark needs to be $1$.
The sample I see:
The image is a tilted sq., standing on one in every of its corners.
Along every fringe of the sq., the sum of the three numbers is $19$.
$2+11+6=19$, and $6+9+4=19$, and $4+14+?=19$, and $?+16+2=19$
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I’d say 1.
the distinction between the opposing pairs are rising primes.
2-4 (2)
11-14 (3)
1-6 (5)
16-9 (7)
answered Feb 9, 2015 at 4:33
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Diffenrence in proper left high and backside is 2 (9,11 and 14,16), and left proper 2,4. Vertical it is 5, so I suppose, as talked about above, it is one (1,6).
answered Feb 9, 2015 at 13:20
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Looking at opposites and ignoring the signal, beginning on the ‘2’ and rotating clockwise
2 – 4 = 2
11 – 14 = 3
6 – ? = needs to be 4 subsequently the quantity required is 2
9 – 16 = 5
I do know this isn’t the reply being seemed for, however one other sample 🙂
answered Feb 9, 2015 at 13:52
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1
2+11+6=19
6+9+4=19
4+14+1=19
1+16+2=19
There fore actual reply is 1
answered 6 hours in the past
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