What is sudoku grid solver?

A sudoku grid solver is a tool or software that helps users solve sudoku puzzles effortlessly. It eliminates the need for manual calculations and guesswork by providing step-by-step solutions to the puzzle.

What are the types of sudoku grid solver?

There are several types of sudoku grid solvers available, including:

Online sudoku grid solvers: These are web-based tools that can be accessed through a web browser. Users can input the puzzle and get instant solutions.
Mobile apps: Sudoku grid solvers also come in the form of mobile applications. These apps can be downloaded and installed on smartphones, making it convenient for users to solve puzzles on the go.
Computer programs: Software programs that can be installed on computers or laptops are another type of sudoku grid solver. These programs often have additional features like puzzle generators and difficulty levels.

How to complete sudoku grid solver

Completing a sudoku grid using a solver is easy and efficient. Here are the steps:

01
Choose a sudoku grid solver: Select an online solver, mobile app, or computer program that suits your needs.
02
Input the puzzle: Enter the given numbers or clues into the solver.
03
Wait for the solution: The solver will analyze the puzzle and provide a step-by-step solution.
04
Follow the instructions: Follow the solver's instructions to fill in the grid and solve the puzzle.
05
Verify the solution: Double-check the completed grid to ensure all numbers are correctly filled.
06
Practice and challenge yourself: Use the solver to practice solving various puzzles and improve your skills.

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Questions & answers

Terminology and grid layout. A Sudoku (i.e. the puzzle) is a partially completed grid. A grid has 9 rows, 9 columns and 9 boxes, each having 9 cells (81 total). Boxes can also be called blocks or regions. Three horizontally adjacent blocks are a band, and three vertically adjacent blocks are a stack.
For example, in the first and fourth columns beginning from the left of the 9×9 grid, we can form the following equations: m+n=a, g+n+f=g+c. In the second and last rows beginning from the top of the 9×9 grid, the following equations can be formed: b+g+f=a+g, e+n+m=a+b+d.
The Rule of 45 All the numbers in a given row, column or nonet should add up to 45. This rule can also be used smaller puzzles: the number is 21 for a 6x6 puzzle and 10 for a 4x4 puzzle. Take a look at the Killer Sudoku grid below.
The 45 rule is a basic solving-technique in Killer Sudoku. Each house (row, column, nonet) must add to 45 (the sum of the digits 1 through 9).
Each row, column, and 3×3 grid must contain the numbers one through nine without duplicates. Fill in the grid completely obeying the rules and you have created a puzzle solution. If you are creating your puzzle by hand, I suggest that you use my blank sudoku grid (or grille if you prefer) for a worksheet.
The objective is to fill a 9x9 grid with digits (1-9) so that each column, row, and each of the nine 3x3 subgrids (also called boxes) all contain each of the digits from 1 to 9. The puzzles start with some numbers already on the grid and it's up to you to fill in the other numbers.