My formula was discovered after I noticed that 3 times 3 plus 4 times 4 equals 5 times 5, an equation that I saw used in concrete construction when we set concrete forms and measured the corners to make sure the slab would be square. Called the 3-4-5. After thinking about the correlation between these numbers, I realized that adding the next “odd number“ takes you to the next “square root”. It starts at 0 times 0, and goes to infinity.
See image to understand the pattern. I shared my pattern with a man who writes math textbooks for college students, Pat McKeague from San Luis Obispo, California, and he told me it was the Fibonacci sequence, but it’s NOT the Fibonacci sequence.
Odd numbers and square roots to infinity
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(x + 1) (x + 1) = x^2 + 2x + 1, e.g. for x=3, 4 * 4 = 9 + 7 = 16