I need help solving both of these problems by writing a python3 program.

EL UWII SULUVULS. WU SSIULIS alt uue Uy 1.00 pull, Illudy, leu aly 1, 2020. 1. The finite sums 12 +32 +52 +...+(2n + 1)2 and 22 +42 +62 + ... + (2n)? are a function of the positive integer n, and each expression cquals to some cubic polynomial in n. (For example, the familiar sum 1+2+3+...+n equals n + n for all positive integers n. Plug in a few values for n to see that they agree.) Using computations, find the cubic polynomials for the odd squared sum and for the even squared sum. 2. Compute Vite's approximation to ; 2 _ V2 V2+ V2V2+V2+ V2 7 2 2 2 Your computation should calculate the nested radicals efficiently. Use a while loop that breaks once the left and right-hand-sides agree to a specified tolerance. EL UWII SULUVULS. WU SSIULIS alt uue Uy 1.00 pull, Illudy, leu aly 1, 2020. 1. The finite sums 12 +32 +52 +...+(2n + 1)2 and 22 +42 +62 + ... + (2n)? are a function of the positive integer n, and each expression cquals to some cubic polynomial in n. (For example, the familiar sum 1+2+3+...+n equals n + n for all positive integers n. Plug in a few values for n to see that they agree.) Using computations, find the cubic polynomials for the odd squared sum and for the even squared sum. 2. Compute Vite's approximation to ; 2 _ V2 V2+ V2V2+V2+ V2 7 2 2 2 Your computation should calculate the nested radicals efficiently. Use a while loop that breaks once the left and right-hand-sides agree to a specified tolerance