How to Learn to Solve a Rubik's Cube

Almost anyone who is prepared to practise several stages in a logical order can learn to solve a Rubik's Cube. No special mathematical talent, exceptional memory or ability to discover the solution independently is required.

Most beginners learn by following an established method. They first complete a solve with detailed instructions, then remember the purpose of each stage and gradually stop relying on prompts.

The most common mistake is trying to understand and memorise the entire solution at once. It is much more effective to divide the solve into smaller tasks and move forward only when the previous stage is clear.

What does it mean to learn to solve a Rubik's Cube?

Solving ability can be divided into several levels:

completing a solve with detailed instructions and checking every move;
understanding the order of the stages while occasionally checking algorithms;
completing the entire solve independently;
solving confidently without losing orientation after a mistake;
gradually reducing pauses and improving solve times.

The first independent solve is already a genuine achievement. There is no need to begin chasing fast times or learning dozens of additional algorithms immediately.

Which cube is best for learning?

A classic 3x3 is the best starting point for most people. More clear methods, diagrams and video lessons are available for it than for any other twisty puzzle.

A first cube should:

turn easily without requiring considerable force;
avoid catching when the layers are slightly misaligned;
have contrasting, clearly distinguishable colours;
remain stable in the hands;
require no complicated adjustment before learning begins.

A stiff souvenir cube can interfere seriously with learning. The user begins concentrating on forcing the next face to turn rather than understanding the solution.

For controlled learning, consider the Monster Go MG3 Magnetic EDU. It is an educational magnetic 3x3 with stable and predictable turning.

A more affordable option is the QiYi Magnetic 3x3. It also offers magnetic positioning and is suitable for learning algorithms and beginning timed practice.

How long does learning take?

There is no single answer. One person may complete a first guided solve in an evening, while another may need several sessions to understand the pieces and movement notation.

The process can be divided approximately as follows:

first solve with instructions — one or several sessions;
understanding all stages — several days of regular repetition;
solving without prompts — after the algorithms have been memorised gradually;
confident and consistent solving — after many complete repetitions.

Practising for 10–20 minutes each day is generally more effective than attempting to learn everything during one long session.

Choose one clear method

Many tutorials are available online. They may use a different colour for the first layer, change the order of the final stages or provide different algorithms for the same type of situation.

A beginner should choose one complete course and follow it until the first independent solve. Combining several methods too early often creates confusion:

the stages have different names;
the algorithms solve similar cases in different ways;
the instructors hold the cube differently;
one tutorial may assume knowledge that the beginner has not learned.

After the beginner method is secure, other approaches can be compared and individual algorithms can be replaced with more comfortable alternatives.

Understand the pieces first

A classic 3x3 has three types of visible pieces:

centres have one colour;
edges have two colours;
corners have three colours.

The centres determine the colour of each face. Their positions relative to each other remain fixed. In the standard colour scheme, white is opposite yellow, red is opposite orange and blue is opposite green.

Beginners often try to create one solid-coloured face without checking the side colours. The face may look complete while its pieces are in the wrong positions. A correct solve requires every piece to match all of its corresponding centres.

Learn movement notation

Algorithms are written with short letter symbols:

R — right face;
L — left face;
U — upper face;
D — down face;
F — front face;
B — back face.

A letter by itself means turning that face 90 degrees clockwise when looking directly at it. An apostrophe means an anticlockwise turn:

R' — turn the right face anticlockwise.

The number 2 means a double turn:

U2 — turn the upper face by 180 degrees.

For example, R U R' U' is a sequence of four separate movements. It should first be performed slowly, with the cube's position checked after every turn.

Main stages of the beginner method

The exact order may differ slightly between tutorials, but most beginner methods include the following tasks:

Stage	Task	What the beginner learns
1. First cross	Place four edges around the chosen centre	Match both colours of each edge
2. First-layer corners	Insert the four corner pieces	Work with pieces containing three colours
3. Middle layer	Insert the four edges that do not contain the last-face colour	Use the first complete algorithms
4. Last-layer cross	Orient the upper edges correctly	Recognise several standard cases
5. Last face	Turn the upper corners with the correct colour facing upwards	Preserve completed layers while performing an algorithm
6. Position the corners	Move the corners into their correct locations	Distinguish piece position from piece orientation
7. Position the edges	Move the final edges into place	Complete the solve without destroying finished sections

Learn to build a correct cross

The first cross is the foundation of the solve. It is not enough to place four pieces of the same colour around a centre. The side colour of every edge must also match the centre of the neighbouring face.

It is useful to find the required edge first, identify both of its colours and only then begin moving it. There is no need to rush or attempt to perform this stage entirely from memory.

A useful exercise is to build only the cross several times, scramble the cube again and repeat. This develops an understanding of edge movement without requiring a complete solve every time.

Learn one algorithm at a time

There is no need to memorise every sequence on the first day. A more effective process is:

understand which situation the algorithm solves;
place the cube in the correct orientation;
perform the moves slowly from the notation;
restore the starting situation and repeat;
perform the algorithm several times without prompts;
apply it during a complete solve.

An algorithm is not stored only as words and letters. After enough repetition, the fingers begin to recognise the movement sequence, allowing it to be performed without mentally naming every move.

Avoid rotating the entire cube unnecessarily

Beginners often change the cube's orientation after every move and then become lost. An algorithm may begin with one face at the front and continue with another, producing an unexpected result.

Before beginning a sequence:

identify which face should be on top;
identify which face should point towards you;
do not change the grip until the algorithm is complete;
after finishing, examine what has changed.

Whole-cube rotations will later become a natural part of solving, but they should be performed deliberately during the learning stage.

How to divide learning into sessions

One practical schedule is:

Session	Main task
First	Cube pieces, colour scheme and movement notation
Second	The cross and first-layer corners
Third	Middle-layer edges
Fourth	The last-layer cross and face colour
Fifth	Positioning the final corners and edges
Following sessions	Complete solves with gradually reduced use of prompts

This is not a compulsory schedule. One stage may require several sessions, while another may become clear immediately.

How to teach a child

A child may find it difficult to follow a long tutorial for an extended period. Divide each session into short, achievable tasks:

find all the centres;
find a particular edge;
place one cross piece correctly;
perform one algorithm together with an adult;
complete a familiar stage independently.

Do not react impatiently to every mistake or immediately take the cube and complete the moves for the child. Return to the last clear position and work together to identify which piece moved incorrectly.

The child's first goal is not a record. It is understanding that the puzzle can be controlled and that a result can be achieved independently.

How an adult can learn more comfortably

Adults often benefit from understanding the reason for each action. Instead of merely repeating an algorithm, ask:

which piece am I moving now;
why can it not be inserted with a single turn;
which completed pieces does the algorithm disturb temporarily;
why do they return when the sequence is finished;
how will I recognise this situation next time.

It is not necessary to understand the complete mathematics of permutations. Practical understanding develops gradually through repeated solves.

What to do when the cube no longer matches the tutorial

The most common cause is not a defective cube but one skipped or incorrectly performed movement.

Do not continue at random. Instead:

stop;
check which faces are currently on top and at the front;
compare the current situation with the tutorial;
when possible, undo the most recent moves in reverse order;
when the position cannot be restored, repeat the stage or begin another solve.

Repeating a solve is not wasted time. Correcting these mistakes helps the learner remember cube orientation and movement order.

Common beginner mistakes

Completing one face instead of the first layer. The side colours must also match their centres.
Changing tutorials halfway through learning. Different methods may use incompatible stage orders.
Rotating the entire cube during an algorithm. The meanings of the front, right and other faces change.
Performing movements too quickly. Speed increases the chance of skipping a turn.
Memorising an algorithm without recognising its case. The learner knows the moves but not when to use them.
Using a timer too early. Time pressure makes calm learning more difficult.
Treating mistakes as evidence of poor ability. Errors are a normal part of learning a physical skill.

When should you begin timing solves?

A timer is most useful after the learner can complete a full solve without checking the instructions constantly.

At first, it is more helpful to notice smaller improvements:

are there fewer pauses between stages;
are the required pieces found more quickly;
is less grip adjustment required;
can algorithms be completed without stopping;
does accuracy remain stable as speed increases slightly.

Once solves become consistent, record several results and compare an average rather than concentrating only on one unusually fast attempt.

What to do after the first independent solve

There is no need to change methods immediately after the first success. It is more useful to repeat the beginner solution many times in order to:

remember the correct order of the stages;
recognise cases more quickly;
reduce unnecessary whole-cube rotations;
perform familiar algorithms confidently;
identify which parts of the solve take the most time.

Afterwards, the solver can gradually learn better finger tricks, improve the cross, reduce pauses and move from the beginner method to CFOP or another speedsolving system.

Quick learning plan

Choose a comfortable 3x3 cube.
Use one complete and understandable tutorial.
Learn the difference between centres, edges and corners.
Understand basic movement notation.
Study one solving stage at a time.
Memorise algorithms through slow repetition.
Do not rush or introduce a timer too early.
Reduce the use of prompts gradually.
Repeat complete solves until they become consistent.
Only then begin working seriously on speed.

Learning to solve a Rubik's Cube does not mean memorising one long magical sequence. It means mastering several understandable tasks. When each stage is learned separately, the puzzle stops appearing chaotic and the first independent solve becomes an achievable goal.