Answer Happy

(b) Write down Newton's iteration for solving the following problems given some initial guess x0 (you should explicitly compute the Jacobian matrix; but do not invert the Jacobian) (i) (ii) f(x) f(x): = = [x² + x² − 2] x³ -X₂+] = 0, ex1x2 - xx1 +2 sin(x1 x₂) + cos(x3)| = 0. X1 X2 X3 - x²