Are this cubes the same or different?
The answer key says they are the same, but to me, they do not look like they are.
Source: Kit of. Factor-Referenced. Cognitive Tests. Ruth B. Ekstrom. John W. French. Harry H. Harman with Diran Dermen. 1976.
Are this cubes the same or different?
The answer key says they are the same, but to me, they do not look like they are.
Source: Kit of. Factor-Referenced. Cognitive Tests. Ruth B. Ekstrom. John W. French. Harry H. Harman with Diran Dermen. 1976.
I'm pretty sure
The cubes MAY or MAY NOT be the same.
Because
You can rotate both cubes in a way which hides the 3 faces shown, and show the 3 faces hidden, therefore they can be interchangeable. But you've no guarantees that the hidden part of each one is the same as the visible part of the other.
For me these cubes
Are not the same
Because
You have 3 solutions for the final cube.
If D and F are top and bottom, letters H and E will be upside-down compared to the letters G and I.
If D and I are top and bottom, F and G will be on the side compared to H and E.
If D and G are top and bottom, F and I will be on the other side compared to H and E.
If you make a cube you will at least try to put most letters in the same way to facilitate reading. With this cube, no matter the side, you can't have 4 letters in the same way.
These are not the same, as these are not even cubes.
The only way to see the front side as a square, is an angle where from you can't see any other sides.
By searching a bit I found that
It is the same cube (the official solution states that they are the same)
After reading the explanations on this kind of tests (p. 152 of the Manual for Kit of Factor I think that because you have 6 different letters, no letter can overlap and point a difference between the 2 cubes, they are the same.