Question: Consider the following snippet of Java code: int sumHelper(int n, int a) { if (n==0) return a; else return sumHelper(n-1, a + n*n); } int

 Consider the following snippet of Java code: int sumHelper(int n, int

Consider the following snippet of Java code: int sumHelper(int n, int a) { if (n==0) return a; else return sumHelper(n-1, a + n*n); } int sumSqr(int n) { return sumHelper(n, 0); } Your Task: Prove that for n 2 1, sumSqr(n)-12 +22 +32 + ... + n2. To prove this, use induction to show that sumHelper computes the right thing. (Hint: How did we prove fact_helper in class?)

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