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    • https://espanol.libretexts.org/Matematicas/Calculo_diferencial_CLP-1_(Feldman_Rechnitzer_y_Yeager)/06%3A_Ap%C3%A9ndice/6.03%3A_C_-_Hallazgo_de_Ra%C3%ADz/6.3.05%3A_C.5_El_comportamiento_de_error_del_m%C3%A9todo_secante
      \ begin {alinear*}\ tilde\ varepsilon_ {n+1} & =\ frac {\ tilde\ varepsilon_ {n-1} f (x_n) -\ tilde\ varepsilon_n f (x_ {n-1})} {f (x_n) -f (x_ {n-1})}\\ &\ aprox {\ tilde\ varepsilon_ {n-1} [f' (r)\ ...\ begin {alinear*}\ tilde\ varepsilon_ {n+1} & =\ frac {\ tilde\ varepsilon_ {n-1} f (x_n) -\ tilde\ varepsilon_n f (x_ {n-1})} {f (x_n) -f (x_ {n-1})}\\ &\ aprox {\ tilde\ varepsilon_ {n-1} [f' (r)\ tilde\ varepsilon_n +\ frac {1} {2} f "(r)\ tilde\ varepsilon_n^2] -\ tilde\ varepsilon_n [f' (r)\ tilde\ varepsilon_ {n-1} +\ frac {1} {2} f "(r)\ tilde\ varepsilon_ {n-1} ^2]} {f' (r) [\ tilde\ varepsilon_n-\ tilde\ varepsilon_ {n-1}]}\\ & =\ frac {\ frac {1} {2}\ tilde\ varepsilon_ {n-1}\ tilde\…

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