Assume you had a traditional successive PC with an exceptional coprocessor which could increase two n-cycle numbers in time corresponding to log(n), in any event, for exceptionally enormous n. Make sense of how you would carry out a quick number square root program on this framework. Remark on the exhibition you could hope to accomplish. [20 marks] 13 Numerical Analysis II Make sense of the term positive semi-unequivocal. [1 mark] Allow A to be a square framework. Express Schwarz's disparity for the item Ax. What are the solitary upsides of A, and how are they connected with the '2 standard of A? [4 marks] 

Depict momentarily the solitary worth decay of the grid A, and how it might be utilized to settle the straight conditions Ax = b. [4 marks] Let x be a surmised arrangement of Ax = b, and compose r = b  Ax, e = x  x. Find an articulation for the relative blunder kek/kxk with regards to processable amounts. Show how your equation is connected with the solitary upsides of A. [8 marks]