Colors^3

Yellow is visible in every perspective, but green is visible in none, so green is opposite of yellow. Orange is the only other color not shown directly adjacent to blue in any perspective.

Could you see the problem in this way, just use your imagination :-)

Step.1- See perspective image-1.

Step.2- Then, see the perspective image-3 and find common colours on adjacent sides. So, you can easily find that in perspective image-1, the opposite to red colour is purple.

Step.3- Again, see the perspective image-3.

Step.4- Then again, see the perspective image-2 and find common colours on adjacent side. So, you can easily find that in perspective image-3, that colored orange is opposite to the side colored blue.

Lucky solution: From perspective $1$ and $2$ we surely know that yellow has adjacent colours as red, orange, blue and purple and hence we conclude that the side opposite to blue is either orange or purple because yellow and red are adjacent to blue. Since purple is not there in options , orange is the answer.

Complete solution: From perspective $1$ and $2$ we surely know that yellow has adjacent colours as red, orange, blue and purple and hence we conclude that the side opposite to blue is either orange or purple because yellow and red are adjacent to blue. From perspective $3$ we have purple adjacent to blue which gives us orange opposite to blue :)

The opposite to 2 on a dice is 4 = orange

Ok I will try to explain how i reached the solution. What i tried to do was visualize the colors of the dices after turning them 90 degrees in a particular direction.

You can obtain perspective 3 from 2 after you rotate it in such a way the orange face faces the ground. Now the one that faces the ground (orange one) is opposite of the blue face as seen in perspective 3. Perspective 1 also agrees with this solution because if we turn the dice on perspective 3 by 90 degrees clockwise, while facing the blue side, we will obtain perspective 1. No wonder the face opposite to blue is orange.

If you read my solution tell me color of the face that is opposite of purple!! ! :) Thanks for reading!!!

In P1 & P3 blue is on top and yellow has moved from the cube's RHS to center. Now in P3 purple is on the RHS and also in P2 its on the RHS. From P3 to P2 yellow has gone from the cube's center to the top. From this we can understand that blue from the top in P3 has gone to the rear face in P2 and the new face color orange has been behind blue.

I set up a table of possible opposite pairings, eliminating possibilities that appear adjacent to each other in any one of the perspectives. The first breakthrough this approach allows is that green must be opposite yellow because the four other colors all appear adjacent to yellow and thus cannot be its opposite. Eliminating green as a possibility to be paired with blue, along with red and purple which we see as adjacent to blue in perspectives 1 and 3, leaves only orange to be on the other side of blue.

It does seem like perspective 1 isn't truly necessary to find the solution though since each side is uniquely colored and the only way to get from perspective 2 to 3 is to "roll" the cube forward, hiding orange on bottom to reveal blue on top. Red and green remain ambiguous this way, but this doesn't matter because they aren't part of the solution

In perspective 2, then perspective 3, they turned the cubs vertically. Ignore Perspective 1. When they turned the cubes the four was not showing anymore and the 2 was at the top and the 4 was at the bottom. So the answer is Orange (4).

LONG SOLUTION : 3(yellow) is the opposite of 6(color: ?). You can tell by realizing how every number (1-5) is touching the 3(yellow) threw out all of the perspectives, but the 6. With this obtained info; "Perspective 2" and "Perspective 3" show 5(purple) with 3(yellow) obviously. This means the box in "Perspective 2" was simply flipped with the 4(orange) on the bottom in "Perspective 3", yet on the very top of the box in "Perspective 3" shows 2(blue). SO the opposite of 2(blue) is 4(orange) !

We can see all four of the sides touching 3:

• 1 and 2 are next to each other (Perspective 1)
• 2 is also next to 5 (Perspective 3)
• 5 is also next to 4 (Perspective 2)

This means if you were looking at face 3, and looked at each of its adjacent faces, starting at 1 and going clockwise, you'd get: 1, 2, 5, 4. So, 1 and 5 are opposite each other, as are 2 and 4.

There is only one possibility to go from perspective 3 to perspective 2. Begin with perspective 3, the purple stays on right and the cube rotates so yellow goes from front to top. Blue is now behind the cube in perspective 2, and it is easy to see the facing color is orange in perspective 2. (Indeed, you don't need perspective 1 to solve the puzzle ! )

only 70% of people got this right? tsk, tsk, tsk.

this is solvable using any adjacent two of the three perspectives:

1&2: side 5 and side 4 are the back and bottom sides respectively from perspective 1. why? 3-4-5 goes anti-clockwise, so 4 must be the bottom face in perspective 1

2&3: this is rotating the block so that side 3 (front) becomes side 3 (top), thus side 4 has to be the bottom face in perspective 2

So in this problem, the answer is side 4

Opposite sides add up to 6. Perspective 1 to perspective 3 is a clockwise rotation around the y axis. 1 is now on the left, and 5 is on the right. 1+5 = 6. To verify this for other sides, look at perspective 2. If we know perspective 3 is a rotation of perspective 1 around the y in the clockwise direction, then perspective 2 is a counterclockwise rotation of perspective 3 around the x axis. 4 is now facing the front and 2 is facing the back. 4+2 = 6, verifying opposite 2 is 4.

Comparing perspective 2 and 3, we can see that perspective 3 is just perspective 2 moved down, because the purple 5 is on the same side. Hence, it will be orange. Perspective 1 is redundant in this explanation

You could see yellow on all the perspectives so from there you could deduce that adjacent to Yellow are in order Blue, Purple, Orange and Red.

Note:

This problem could be solved with only Perspective 1 and 2 or 2 and 3. 2 is needed to know the opposite surface's color

As we always see yellow, we never see what is opposed but as green is suggested in answer's option and if it is present, green would be opposed to yellow.