Albatta! Avvalo, biz `f(x) = sin(x) + x^2` uzluksiz, differensiallanuvchi funksiya ekanligini bilamiz, uning hosilasi `f'(x) = cos(x) + 2*x`. Shundan so'ng biz ildizning qaerda bo'lishi mumkinligini taxmin qilamiz, bitta oddiy ildiz 0 da, chunki `f(0) = sin(0) + 0^2 = 0`, biz ikkinchi ildiz `x_0 = -1` bo'lgani uchun `f(-1) = sin-1) + (-1) ^ 2 ≈ 0.16` (nolga yaqin qiymat) va shundan so'ng biz ushbu taxmini `f_n+1 = f_n - f_n_x) /'f_n_x') ni o'sib borishni boshlashimiz mumkin. Shunday qilib, biz il
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