Uneli ste sledece funkcije:
x*x-2*log10(y)-1
x*x-x*y+1

Jakobijeva matrica vektora f=(f1,f2,...,fn)' je:

	[2*x	-2/y/log(10)]
	[2*x-y	-x]

Polazimo od x(0)=[1.2000 2.0000] i izracunavamo 
W(x(0))=
	[2.4000 -0.4343]
	[0.4000 -1.2000]

Pa je:
W'(x(0))=
	[0.4434 -0.1605]
	[0.1478 -0.8868]


Dalje je:
x(1)=x(0)-W'(x(0))*f(x(0))=[1.2782785;2.0594262]

x(2)=x(1)-W'(x(1))*f(x(1))=[1.2757638;2.0596026]

x(3)=x(2)-W'(x(2))*f(x(2))=[1.2757621;2.0596073]

	||x(3)-x(2)||<eps
	0.0000046<0.0000100

Resenje je: x*=1.27576 	 y*=2.05961

