In this assignment, we implemented two parts:
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In problem 1, we have to check if the system of equations have a solution or do nt have a solution. If the solution exists, then check if the solution is unique or not. Further, we have to find the feasible solution(s).
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In problem 2, we have to check if the inverse of the input matrix. If exists, then find the inverse using three most common row operations: switch two rows, multiply a row with a non-zero constant and add a row with another row multiplied by some constant.
All these implementations are done from scratch in python without the help of libraries.