How to Solve Rubik’s Cube Online

This is your complete beginner’s guide to speedcubing! If you’ve ever been impressed with people solving the Rubik’s Cube in a matter of seconds, you’re going to find out how it’s done—step by step. If you’re searching for Online Rubiks Cube Tutorials, trying to figure out where to look for Rubiks Cube Online tutorials, or interested in Solving Cube Online, you’re here.

This blog explains the beginner method via the world‑renowned World Cube Association path to cubing excellence—and even dives into quirky topics like Rubiks Cube Buildings. Let’s get started!

Understanding the Cube

Before diving into solving, get familiar with the cube:

A standard Rubik’s Cube has 6 center pieces (fixed), 8 corners (3-colored), and 12 edges (2-colored), totaling 26 movable pieces (with 54 stickers)

Learn the cube notation:

U (Up), D (Down), L (Left), R (Right), F (Front), B (Back) for clockwise turns

Apostrophe (‘) for counterclockwise turns (e.g., U’)

Practice using Online Rubiks Cube Tutorials such as interactive simulators or pictures to learn notation and moves.

Step-by-Step Beginner Method

Step 1: Solve the White Cross

Hold the cube so the white face is up.

Put each white edge piece so the neighboring color is the same as the center piece on the side.

If it’s the white edge that is on the bottom, then rotate the side 180°; otherwise, use three 90° turns progressively to orient it into position.

Step 2: Insert the White Corners

With the white cross finished, put the white corner pieces between the corresponding center colors.

One suggested algorithm: R U R’ U’, until the piece is in the right position

You can solve with cross on top or bottom—either way is okay

Step 3: Solve the Second Layer

Identify a non-white, non-yellow edge in the top layer.

Match it to the center, and apply one of two algorithms depending on whether it moves left or right:

Left insert: an algorithm that places it down and to the left.

Right insert: a mirrored version.

Do this for all four edges.

Step 4: Build the Yellow Cross

You might find zero (dot), two (line or L shape), or already four yellow edge pieces on top.

Use this algorithm: F R U R’ U’ F’, working the configuration step by step until you have the yellow cross.

Step 5: Orientation of Last Layer (OLL)

Apply the Sune algorithm: R U R’ U R U2 R’ to correctly orient the yellow corners.

Repeat as needed based on the case (one oriented corner, two solved, etc.

Step 6: Permutation of Last Layer (PLL)

T‑Perm: exchanges two corners—use if corners are adjacent or use it to exchange them there first.

U‑Perm: orients edges correctly around top layer.

After both permutations, your cube is solved!

Practice, Practice, Practice

Practice all steps with Rubiks Cube Online tools and simulators.

Study World Cube Association demonstrations and competitions to familiarize yourself with OLL and PLL cases, and to remain attuned to official methods.

If you’re interested in delving into Rubiks Cube Buildings, there’s art and architecture devoted to the cube’s iconic form—just another inspiring aspect of cubing!

Useful Tips and Common Pitfalls

Develop muscle memory by practicing each algorithm regularly.

Practice finger tricks (turning faces with the fingers) for speed rather than wrist movements.

Practice with a combination of timed and untimed solves:

• Untimed solves enhance efficiency and recognition.
• Timed solves develop speed and pressure adaptation.
• Practice analysis of your solves: record 5, identify weaknesses, and adjust.
• Watch cubing videos to slow them down and see algorithms in visual form.

Final Recap

You’ve learned a clear, accessible beginner method:

• White Cross
• White Corners
• Second Layer
• Yellow Cross
• Last Layer Orientation
• Last Layer Permutation

Pair each step with practice, understanding of the concept, and use of World Cube Association method or competitions. Use Online Rubiks Cube Tutorials and Rubiks Cube Online tools to back each stage. And perhaps even venture into the artistic spin of Rubiks Cube Buildings!

With persistence and curiosity, you’ll be solving—and perhaps even speedcubing—faster than you ever dreamed possible.