Question: Question#1 Algorithm of the Newton Raphson method is given as Step 1. Determine the initial condition Xo- Step 2. Compute Axx = - f'(x) f'(x)

Question#1 Algorithm of the Newton Raphson method is given as Step 1. Determine the initial condition Xo- Step 2. Compute Axx = - f'(x) f'(x) Step 3. Update xk via Xk+1 + XK + Axk rule. Step 4. Terminate the algorithm if f'(Xk + Axk) = 0 condition is satisfied. Step 5. Go to Step 2. - a) (15 pts) Solve the following unconstrained optimization problem via this method min f(x) = (x - 1)(x - 2)(x 3). b) (10 pts) Is it possible to verify your result? How
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