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    • https://espanol.libretexts.org/Matematicas/Calculo_Integral_CLP-2_(Feldman_Rechnitzer_y_Yeager)/04%3A_Ap%C3%A9ndices/4.03%3A_M%C3%A1s_sobre_la_integraci%C3%B3n_num%C3%A9rica/4.3.03%3A_Cuadratura_Adaptativa
      \ begin {alinear*} S (\ tfrac {1} {8},\ tfrac {1} {4}\,;\ tfrac {1} {16}) &= 0.05386675\\ S (\ tfrac {1} {8},\ tfrac {3} {16}\,;\ tfrac {1} {32}) &= 0.02466 359\\ S (\ tfrac {3} {16},\ tfrac {1} {4}\,...\ begin {alinear*} S (\ tfrac {1} {8},\ tfrac {1} {4}\,;\ tfrac {1} {16}) &= 0.05386675\\ S (\ tfrac {1} {8},\ tfrac {3} {16}\,;\ tfrac {1} {32}) &= 0.02466 359\\ S (\ tfrac {3} {16},\ tfrac {1} {4}\,;\ tfrac {1} {32}) &= 0.02920668\\ text {error} &=\ tfrac {1} {15}\ izquierda|S (\ tfrac {1} {8},\ tfrac {3} {16}\,;\ tfrac {1} {32}) +S (\ tfrac {3} {6},\ tfrac {1} {4}\,;\ tfrac {1} {32}) -S (\ tfrac {1} {8},\ tfrac {1} {4}\,;\ tfrac {1} {16})\ derecha|\\ & = 0.00000024\ lt\ tfrac {\ varepsilon} …

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