Proof By Induction: Sum of the Squares of Natural Numbers

I’ve delved deeply into divisiblity over the last few weeks, and am now examining properties of squares and sums of squares. I offer the following proof by induction (some algebraic manipulation is required as well). It is known that the sum of the squares of the first n natural numbers is equal to [( n… Continue reading Proof By Induction: Sum of the Squares of Natural Numbers