What's the logic behind the patterns and can someone please mention some sources where I can practice such similar problems? Thanks
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$\begingroup$ Check other puzzles here on site, searching for ‘sequence’ for example. You might like questions like: puzzling.stackexchange.com/q/5588/5840. ( But do yourself a favour and don’t cheat by reading the answers or hints until you are 100% sure - or even better: Have a second person read the answer and verify your answer instead) $\endgroup$– BmyGuestJan 1, 2018 at 9:11
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3 Answers
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I think
>>>>
Explanation
If we take three adjacent columns(both vertically and horizontally), it contains "six <" and "six >" in total. So the top column(which is blank with ? mark) should contain "four >" in order to fulfill the criteria.
I really don't know where you can get puzzles like this to practice :(
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$\begingroup$ Was thinking the same. But it sounded kinky. $\endgroup$ Dec 31, 2017 at 12:13
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$\begingroup$ Yea, i also think so.. but i don't think there is another logic other than this. $\endgroup$– ranDec 31, 2017 at 12:35
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Answer:
> > > >
Reason:
Consider
<as a left step and>as the right. According to me, the object (on which the operations is taking place) should be at the original position after all the operation in a row or in a column. So, if we put > > > > in the place, so this will be fulfilled.
Explanation:
Consider
<and>cancel outs each other. So in the first row, there are total 6 right operations and 2 left operation, so to put it in the original position there are needed 4 left operations. Similarly in all the individual columns and in all the individual rows.
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Maybe it's
">>>>",
since I can see
a left shift rotation in sequences in every row.
