Proofs without words: Sum of odd numbers
A "proof without words" convincingly justifies a mathematical claim just by picture.
Here it is shown that \(1 + 3+ 5 + \ldots + 2 n-1\) is equal to \(n^2\).
A "proof without words" convincingly justifies a mathematical claim just by picture.
Here it is shown that \(1 + 3+ 5 + \ldots + 2 n-1\) is equal to \(n^2\).