When you first learn how to solve a cube, it can be a confusing and overwhelming experience. You can get stuck at any point along the way, wondering what to do or where to go next. Fortunately, there is a way to speed up the process of learning how to solve cubes: by using an algorithm! This method will help you understand which moves are best for solving each type of problem on your cube so that you don’t have any wasted time on poor strategies that aren’t going anywhere fast.
Learning and Understanding how the cube works
The first step to learning how to solve the 3×3 cube is understanding how it works. A good place to start is by looking at some of the puzzles in my video series on solving the 3x3x3. These tutorials will help you understand what makes up a good solution and how each piece fits together, which is critical for solving this puzzle.
Once you have an understanding of what makes up a good solution, it’s time to learn exactly what moves are needed. These are listed below:
Corners and Edges
If you’re looking for the fastest way to solve a 3×3, then it’s pretty simple: just look at corners and edges. That’s right—the only two pieces that are visible when you look at your cube from above are corners and edges!
Corners and edges are also the only ones that can be seen by other people who are solving cubes with you (and they’re usually pretty surprised). So if you want someone else to help with solving your puzzle, this should be your first step in figuring out what they’re doing wrong before trying any other methods.
Now let’s get down to business! Here’s how I would go about solving this particular problem:
Cross Solve is a method that you can use to solve a 3×3. It’s usually done before the first layer, and it involves solving the cross edges of the cube.
Cross solve is usually done by first solving the yellow cross edge orientation, then moving on to each other color as needed.
First, you need to solve the first layer of the cube. The first layer is solved by turning the bottom layer’s edges and corners. To do this, you’ll need some patience and practice!
First, when solving a 3x3x3 cube’s first layer:
Turn each face so that it looks like a right angle (90°). This will make it easier for your brain to remember which way they’re supposed to be oriented after they’re turned over in order to finish solving them. Your hands will feel less cramped if you have their tips facing toward each other instead of pointing away from each other at an angle (since doing so would mean one hand touching both sides).
Now look at all four faces again—the top two should still be oriented correctly but now their bottom halves are facing down toward us rather than up toward us; these should also be 90° angles now instead of being straight lines across from one another like before!
The middle layer is the middle layer of the cube. It’s made up of pieces that have been cut off and formed into a single, solid piece. These pieces are called “middle layer pieces” because they sit in-between corner and edge pieces on every face of your original cube.
The middle layer is where you’ll find any remaining tension or ruffles from when you were cutting up your cubes (if any), as well as any extra glue that got used during assembly—which means those parts need to be trimmed out before moving on!
Yellow Cross Edge Orientation
Yellow cross edge orientation is the fastest way to solve a 3×3. It’s also the most efficient, easiest and safest way to solve a 3×3.
To solve a 3×3 using yellow cross edge orientation:
Take your pencil and make an O shape with it (the side of your pencil should touch either corner).
Then take this O shape and rotate it so that one of its ends touches the middle point on one side of your cube (it doesn’t matter which one).
Yellow Cross Edge Permutation
The yellow cross edge is located on the top left corner of your cube, and it’s a special case for this permutation because you can use any axis to determine its orientation. For example, if you look at the yellow cross edge rotation from top-left to bottom-right and then rotate it 90 degrees counterclockwise (so that it becomes horizontal), then we have a solution!
This is how all of these configurations will appear when viewed from above:
It’s important to note that although these solutions exist as potential solutions for each axis individually, none of them will work as part of an actual solution unless they’re combined with other elements such as colors or orientations—for example, if there were only one color combination that worked well enough but wasn’t quite right yet in terms of orientation or side length…
Yellow Cross Corner Orientation
Yellow cross corner orientation is the easiest way to solve a 3×3, and it’s also the fastest.
The first two corners are solved in this order: left, right, up and down.
The last two corners are solved in this order: top left corner, then top right corner and bottom left corner.
Yellow Corners Permutation
The corners are the most important part of a Rubik’s cube. They need to be in the right place so you can solve it.
The corners are all the same color, but they’re not all exactly in the same places on your cube. If a corner is “right” for you, then it means that when you turn some other corner over or around, your final solved state looks like this:
The corners facing you (green) will look like this:
Learning the fastest way to solve a 3×3 will take time, practice and patience.
Learning the fastest way to solve a 3×3 will take time, practice and patience. If you’re just starting out with this problem, it can take months or years before you get really good at it. You may have to practice a lot and be determined not to get frustrated by how long it takes for you to solve the puzzle.
The best way I’ve found is by learning each step one at a time:
Start with one square on each side of the board (1a)
Then move them around until they all fit together into one square (1b)
Continue doing this until there are no more moves left on your turn (2a)
Finally put everything back where it was before starting over again from step 1 with another set of numbers instead
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