Question: Solve the nonlinear system of equations using fixed point iteration upto 5 iterations. . Solve the nonlinear system f, (x, , *2, X3) = xi+4x3+9x3-36=0

Solve the nonlinear system of equations using fixed point iteration upto 5 iterations. . Solve the nonlinear system f, (x, , *2, X3) = xi+4x3+9x3-36=0 f, (x1, X2, x3) = x3+9x, -47 =0 f3 (x1,X2, X3) = x X3 - 11 =0 . Rearrange (initial guess: x = 0, y = 0, z = 2) *1 = 81(X1,*2,*3) = VIIIx3 *2 = 82(x1,*2,*3) =147-x,13 X3 = 83 (X1, X2, X3) = 136 -x, - 4x, 13

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