Please help me to solve this problem Using Python with Jupyter and read the question carefully. See all photos I have posted. The last photo is the result. Thank you so much.

Problem 2. A truss is loaded as shown in Fig 1. Using the following set of equations, a) Solve for the ten unknowns, AB, BC, AD, BD, CD, DE, CE, Ax, Ay, and Ey. Use the Gauss Elimination with partial pivoting method. Write a python program for this question, you may use the forward elimination with partial pivoting and back substitution python functions we developed in class in your code. b) Write a program to calculate the determinant of the coefficient matrix. Recall that, for triangular matrices (either lower or upper triangular matrix), determinant is the product of the diagonal elements of the triangular matrix. Does the system have a robust solution or is it ill-conditioned system? Explain your answer. Ax+ADAy+AB74+BC+53BDAB54BDBC+53CE=0=0=0=0=024CD54CEAD+DE53BDCD+54BDDE53CEEy+54CE=0=0=0=0=0 Gauss Elimination with Partial Pivoting return A 1:39 Truss Load AB 33.1852 BC 42.8889 AD 67.7778 BD 41.4815 CD 33.1852 DE 42.8889 CE 71.4815 Ax 67.7778 Ay 33.1852 Ey 57.1852