Try to solve all the parts of the above question according to the given conditions using mathematical formulas, don't use matlab..

2. ( 25 pts. ) Multi-dimensional Newton-Raphson. Consider the following equation: [2.02x1(1 - (21 +0.25x2)) - 0.3] f(3) = 2.98x2(1 - (12 +0.261)) - 0.18 (a) Compute the Jacobian af J = ar (b) Using the initial guess and tolerance 20 = 10 : = 10-12 take 2 steps of Newton-Raphson, filling in the table below i f(L;) J(;) L;+1 f(L;+1) (c) Extra credit:(5 pts.) Complete the iterations to find the root to the precision e. f(x;) J(2) Li+1 f(Li+1) 2 L; 2. ( 25 pts. ) Multi-dimensional Newton-Raphson. Consider the following equation: [2.02x1(1 - (21 +0.25x2)) - 0.3] f(3) = 2.98x2(1 - (12 +0.261)) - 0.18 (a) Compute the Jacobian af J = ar (b) Using the initial guess and tolerance 20 = 10 : = 10-12 take 2 steps of Newton-Raphson, filling in the table below i f(L;) J(;) L;+1 f(L;+1) (c) Extra credit:(5 pts.) Complete the iterations to find the root to the precision e. f(x;) J(2) Li+1 f(Li+1) 2 L