Question: The nonlinear system ( 13 x +4x3 11 + x3 = x 22+x; G(x,x2,3)= 15 10 25 G a) Show that has unique fixed point

The nonlinear system ( 13 x +4x3 11 + x3 = x 22+x; G(x,x2,3)= 15 10 25 G a) Show that has unique fixed point in D ={(x1,x2x3) | 0 5x7,x2,43 51.5} b) Apply functional to approximate 2-iteration of the solution. c) Find the error bound

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