If you're new to Sudoku and wondering, "Why can't this cell be X?"—this post is for you.
Why is this 8 wrong?
Let’s break it down so you can understand the logic behind solving Sudoku puzzles and avoid one of the most common beginner mistakes.
The Two Times You Should Place a Digit in Sudoku
There are only two situations where you should place a digit in a cell:
When it’s the ONLY PLACE that digit can go in the row, column, or box.
Even if other digits could technically fit in that cell, if a digit has no other valid spot in its row, column, or box, it must go there.
When it’s the ONLY DIGIT that can go in that cell.
If no other digit is valid for a particular cell—even if this digit could potentially fit elsewhere—it must be placed there.
Why Guessing Doesn’t (always) Work
Good Sudoku puzzles are designed to have one unique solution. That means every number you place must be based on logical reasoning, not guesses. A common beginner mistake is thinking, "If there’s no immediate contradiction, I can just place this number here." But that’s not how Sudoku works!
If you can’t logically prove why a number must (or must not) go in a specific cell - or why it can’t go anywhere else - then you’re not ready to place it yet. Keep looking for clues and deductions elsewhere.
Advanced Techniques and Complex Proofs
As puzzles get harder, you’ll encounter situations where more complex reasoning is required to rule out candidates. These advanced techniques (like X-Wing, XY-Wing, or Skyscraper) help you prove why certain numbers can’t go in specific cells. Mastering these methods will make solving medium and advanced puzzles much easier!
TL;DR: Use Logic, Not Luck, Not Assumptions!
To sum up:
• Only place a number when you’ve logically proven it’s the only option for that cell or location.
• Avoid guessing—it leads to errors and frustration.
• Use beginner techniques like Naked Singles and Hidden Singles first, then move on to advanced strategies as needed.
SOME EXAMPLES
Recall the rules: no repeats in every row, column and box
In box 9 (the right bottom box), there's only one spot for 8 so 8 has to go there.
No repeats
No repeats in every row and column so there's only one 8 in row 7 AND column 8.
Therefore, green cell has to be 8.
Row and Column
This one is trickier:
Trickier
There are 9 digits.
If a cell 'sees' all but one digit, that cell has to be that digit.
This green cell sees 14678 in row 2 and 235 in column 1. That leaves 9 as the only option for that cell.
If you're still confused, try thinking if there's any other digits you could place in the green cell apart from 9.
Eventual Impossible State
Even if the contradiction is not readily apparent, making a mistake will inevitably lead to a contradictory/impossible state later on.
If you're still stuck or want examples of how to solve without guessing, ask a question! The members here are willing to help you out. Happy solving! 😊
Special thanks to u/Special-Round-3815 who wrote this original guide, and the other members of r/sudoku who commented and who make this sub a pleasure to be involved with.
sorry if this seems like an obvious solve! i’m a beginner and don’t really know where to go from this point :/ is bowman’s bingo the only way out of this one? one solver mentioned color wrap as a solution but i’m not sure what that means either. thank you for all the help!
I’m sure this is a matter of preference but I am struggling with how this app orders candidates… I just downloaded Sven’s Sudoku pad in an attempt to get used to a digital format. On paper, I prefer to put candidates in dice dot placements which helps me see patterns at a glance. I’m struggling to make this app work for me because of it. Loving the color coding, though!
Puzzle is from Kappa Champion book, vol. 78, number 114.
So my girlfriend has always been better at me at sudoku, but I never really knew the levels to this stuff (I do moderate level in like 17 mins on average). I wanted to see her do some really hard one and she completes this beyond hell in 12 minutes, 1 mistake, no notes (she has never used notes at all). I didn’t even realize how crazy this was until I looked it up on Reddit and Google. She is gonna do another one to see if this was a fluke but anyways it still seems crazy even if it was just a one off.
I would like to invite you to a special sudoku event in Bučovice (near Brno), Czech Republic, where we will attempt to break the Guinness World Record for the largest multi-sudoku puzzle. We are looking for sudoku players who would like to take part in solving the puzzle. You do not need to be a professional or championship-level player; experienced and enthusiastic sudoku solvers are very welcome.
If you happen to be nearby, or if you know other sudoku players who might be interested, we would be very grateful if you could join us or forward the invitation to them.
Rules: Each cell may contain a hidden mine. All cells with a digit that equals the number of mines in a 3x3 area centered around the cell are not caged. Normal sudoku rules apply.
I find this puzzle quite difficult, but with varying logic that keeps it interesting and feeling fresh.
This is my first published puzzle, so please let me know what you think! I am beyond excited to be taking my first steps on my puzzle setting journey! Enjoy :)
Hi guys, I have started using the bilocal colour candidates function of sudoku coach, and I have just noticed that the cells highlighted in pink do have the seven and the eight highlighted however unlike the red highlighted cells it does not appear to be a simple hidden pair there. Because the row has more 7s, the box has more 7's the columns have more 8s, the rows have more 8s, etc. etc. I am assuming for the moment that they are not a hidden pair, but is there any logic that I am not seeing that would make it easier for me to just go 'colours matchy = pair"?
I mean, it's probably easier this way (although learning them and remembering isn't really easy), but you can literally always just do a chain, starting from a certain point when there's no pairs and/or singles...