Any Size Magic Square - Simple Three Step Method #LearnWithDiva

Summary

The video introduces a magic square: a grid in which every row, column, and the two main diagonals have the same total.

The presenter demonstrates a 3×3 square whose lines each sum to 15, then explains a method for filling squares with consecutive numbers. She also shows examples that start with numbers other than 1, including a 5×5 square starting at 41, in which each row, column, and main diagonal sums to 265.

The Method Shown

The presenter’s three rules are:

1. Start at the center of the top row and write the first number.
2. Move one cell up and one cell right for each next number.
   • If the move goes above the top edge, wrap around to the bottom row.
   • If the move goes past the right edge, wrap around to the leftmost column.
3. If the destination cell is occupied, move down one cell from your current position instead. Then continue the up-and-right pattern for the following number.

Following these rules, the presenter fills a 3×3 square with 1–9, gives a shifted example beginning at 5, and applies the same process to a 5×5 square beginning at 41.

Important Limitation

Although the video describes this as a method for a square of “any size,” the rules shown are the standard method for odd-sized magic squares, such as 3×3 and 5×5. The video does not explain how to construct even-sized magic squares. Its 1×1 example is simply the single number in the grid.

Speakers and Sources Featured

• The Learn With Diva presenter — explains and demonstrates the method.
• The presenter’s father — mentioned as the person who showed her a video of a child solving a 5×5 magic square.
• A child solving a 5×5 magic square — referenced in a brief clip, but no speech from the child is represented in the supplied subtitles.