I am using Spyder to access Python 3 instead of Matlab for this problem.

In dimensionless units, the continuous stirred tank reactor equations can be expressed as: dx, dt =1- exp exol-) dx2 =1- x2 + y exp B X |X- dx, dt Assume that a=100, b=5, g=149.39 and d=0.553. You need to implement a Newton-Raphson multivariable algorithm. Find the steady state solutions. Your tolerance should be at least 10-12. Plot your error as a function of the number of iterations. Compare your N-R solution with a Matlab solution. Turn in your code for N-R. Hint: you should have 3 solutions. Steady state means no time dependence