How to solve rubiks 5x5
shadowsabers03:
It is similar to solve 4 x 4 Rubik's cube.
64
Not only 5 x 5, all Rubik's cubes can be solved only by the steps to solve 4 x 4.
If I had the chance to answer, I would prefer you the methods.
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1
Realize that the 5x5x5 cube is more complicated than the basic 3x3x3 cube.
Not only it is more complicated, you would also need to know how to solve the 3x3x3 cube and the 4x4x4 in order to be able to solve the professor's cube. Solving the professor's cube involves the same logic and contains many similar algorithms that are used in the 3x3x3 and 4x4x4 cubes.
2
Know the side notations. Note that although the 5x5x5 cube has an additional row, its notation is the same as in the 4x4x4 cube, since the center row will not be turned independently of other rows.
1
Solve the top base center. Start with locating the white center piece on your scrambled cube. The white side will represent the top of the cube.
Similarly to solving the first layer on a 3x3x3 Rubik's Cube, create a 3x3 white area in the center by completing inner edges on other sides and then transferring them to the white side.
Since this is the first step, you shouldn't be worried about breaking up anything and can freely turn the cube as you please as long as it completes the white center.
3
Complete the bottom base center. After you have a cross completed, you would need to fill in the rest of the yellow center.
In order to transfer the inner corners into their corresponding center, perform the algorithm Rr U Rr' U Rr U2 Rr'. Keep in mind that this algorithm will be used in completing other side centers.
4
Complete two more centers. First, start with choosing two adjacent side centers.
As in the previous step, complete the crosses on the sides by using the algorithm R U2 R' .
After, apply the algorithm Rr U Rr' U Rr U2 Rr', to transfer all inner corners to their corresponding sides to form a center.
5
Finishing all the centers. After completing the first two adjacent sides, complete the two remaining centers on the cube using the same approach as explained in the previous step.
6
Verify your cube centers. You should have all six 3x3 area centers completed on each side respectively.
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Realize that the 5x5x5 cube is more complicated than the basic 3x3x3 cube.
Not only it is more complicated, you would also need to know how to solve the 3x3x3 cube and the 4x4x4 in order to be able to solve the professor's cube. Solving the professor's cube involves the same logic and contains many similar algorithms that are used in the 3x3x3 and 4x4x4 cubes.
2
Know the side notations. Note that although the 5x5x5 cube has an additional row, its notation is the same as in the 4x4x4 cube, since the center row will not be turned independently of other rows.
1
Solve the top base center. Start with locating the white center piece on your scrambled cube. The white side will represent the top of the cube.
Similarly to solving the first layer on a 3x3x3 Rubik's Cube, create a 3x3 white area in the center by completing inner edges on other sides and then transferring them to the white side.
Since this is the first step, you shouldn't be worried about breaking up anything and can freely turn the cube as you please as long as it completes the white center.
3
Complete the bottom base center. After you have a cross completed, you would need to fill in the rest of the yellow center.
In order to transfer the inner corners into their corresponding center, perform the algorithm Rr U Rr' U Rr U2 Rr'. Keep in mind that this algorithm will be used in completing other side centers.
4
Complete two more centers. First, start with choosing two adjacent side centers.
As in the previous step, complete the crosses on the sides by using the algorithm R U2 R' .
After, apply the algorithm Rr U Rr' U Rr U2 Rr', to transfer all inner corners to their corresponding sides to form a center.
5
Finishing all the centers. After completing the first two adjacent sides, complete the two remaining centers on the cube using the same approach as explained in the previous step.
6
Verify your cube centers. You should have all six 3x3 area centers completed on each side respectively.
don't forget to mark as brainliest. .
also follow me
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