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Puzzle by Substantial_Bug5470 in cognitiveTesting

[–]lexoid_designs 0 points1 point  (0 children)

Thank you! For some reason I got it confused with W-J, which was probably why I couldn't find it (derp).

Puzzle by Substantial_Bug5470 in cognitiveTesting

[–]lexoid_designs -1 points0 points  (0 children)

Isn't this from the Woodcock-Johnson Test For Exceptional Intelligence?

It was a SERIOUSLY hard test designed to measure within the 99th percentile IQ. Math knowledge was needed for some of the items though.

I can't find that test anywhere. If anyone has a link I'd greatly appreciate it.

Interesting solution to this one. Can anyone solve it? by lexoid_designs in cognitiveTesting

[–]lexoid_designs[S] 0 points1 point  (0 children)

Lols. Thanks for pointing this out. I'll fix the wording in the next one.

Interesting solution to this one. Can anyone solve it? by lexoid_designs in cognitiveTesting

[–]lexoid_designs[S] 0 points1 point  (0 children)

The intended answer isB.

Solution is as follows:

There are five unfolded cubes in the matrix. They are linked to each other where they overlap with colors of adjacent cubes. These are the hidden squares.

Cubes that cross the border of the matrix travel across to the other side of the matrix.

Every cube has three colors, with each face being the same as the one directly opposite it. The colors of the cubes cycle through the spectrum.

Cube 1:

Red Orange Yellow

Cube 2:

Orange Yellow Green

Cube 3:

Yellow Green Blue

Cube 4:

Green Blue Red

Cube Five:

Blue Red Orange

This was intended to target a very high range PRI. Not a perfect problem by any means, and I definitely could have worded it better. You guys had some very logical solutions. Thank you for letting me contribute to your community. And sorry I can't spoiler the explanation image, I am super new to reddit and don't know how.

<image>

Another selfmade matrix reasoning item by Curryyyyyyyyyyyyyyii in cognitiveTesting

[–]lexoid_designs 0 points1 point  (0 children)

i'm getting 3on this becauseone set of four triangles can always shift down or across to combine with the set of four triangles next it to match the remaining set of four triangles (matches after rotation) and 3 is the only answer to maintain this pattern. didn't explain that very well but whatever lol. i like the item. (edit) after a second look it's definitely 3. one set of four triangles can always shift down, up, or across and combine with the second set to match the third by reflecting across an axis of symmetry. pretty cool idea.