Compute \(5\) more Baudhāyana triples using the odd-number method.
Answer:
The formula to determine Baudhāyana triples using the odd-number method is .
| \(n\) | Baudhāyana triple |
| \(13\) | |
| \(25\) | |
| \(41\) | |
| \(61\) | |
| \(85\) |
Answer variants:
\((5, 12, 13)\)
\((11, 60, 61)\)
\((n - 1)^2 + (2n - 1)^2 = n^2\)
\((n - 1)^2 + (2n - 1) = n^2\)
\((13, 84, 85)\)
\((9, 40, 41)\)
\((7, 24, 25)\)