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Complete the matrix

Whole lines move counter clockwise in row 1, counter clockwise in row 2, and clockwise in row 3.

In all boxes both half lines move in the same direction.

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Comments (5)

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Takician B.says...

In fact the more I think of this, the more I realize if you did perform turns here is what that would look like: F

You have to perform 3 rotations to the left, counterclockwise

Alternatively, you could perform the following decoding technique :) :

from starting position and pattern 1 in row 3, the vertical bar, turn left once, the left facing horizontal bar, turn down to the left once and the right facing bar, turn down to the right once and REPEAT.

Anyway, that still results on no known option in your list. And I just chose to start left as that creates the shorter distance to the position of the second pattern in row 3 (critical path).

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Takician B.says...

My answer is none... I view it like this, the outer patterns align in that they flip and while the turns matter, the ultimate pattern must align the first and third by a flip. I don't believe my answer is a choice in this so I'm sticking with none. F does not match the pattern which would mean you would flip to the right from position 1 in the row or flip to the left from position 3 in the row. Yes they do turn in clockwise and counterclockwise positions but they don't flip and face inward. The pattern has them facing inward so a logical choice must have the 3rd pattern in row 3 facing in toward pattern 1.

My answer is none but F would be the closest because if you broke the pattern of flipping left or right by using F and instead flip up, you would create the inward facing and flip options but the correct answer in my opinion would be another pattern of the 1st pattern in row 3.

But I could be wrong...

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ArthritisJoesays...

Follow my explanation of question 5 (I think it is question 5).

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Dsays...

Both lines traversing three nodes; one has perpendicular halves, the other has parallel halves. They rotate in opposite directions of each other and can overlap.

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Buddysays...

it's C, the whole lines rotate either clockwise or counter clockwise in every row. Additionally, in every row, there are two half lines that rotate either clockwise or counter clockwise.

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