It requires some advance reading. The equation to be solved is x + 2x + 10x = 20. Find the solution by Newton's method (not by Muller's method). Stop if X and X+1 are within 10-5. Do not print any iterates. By hand, write the following answers: (a) Which computer language or software package did you use: (b) In this space, write your initial guess Xo= (c) Only write the converged solution with 14 decimals (not 14 digits), below: (d) How many iterations were required to get the answer (e) Write Fibonacci's answer (with nested multiplication and 14 decimal digits) for this problem, as given with base 60 in our book, 1+22(1/60)+7(1/60)+42(1/60)+33(1/60)4+4 (1/60) + 40(1/60). (1) By "deflation" prove that the cubic equation in this problem does not have any other real roots. Show your work below. (g) The problem mentions the method of Omar Khayyam who was a mathematician and astronomer. What else is he famous for?