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14.45: Sección 7.1 Respuestas
https://espanol.libretexts.org/Matematicas/Ecuaciones_diferenciales/Libro%3A_Ecuaciones_diferenciales_elementales_con_problemas_de_valor_l%C3%ADmite_(trinchera)/14%3A_Ap%C3%A9ndices_y_respuestas_a_los_ejercicios/14.45%3A_Secci%C3%B3n_7.1_Respuestas
23. $b_{0} = (r − 1)^{2} a_{0},\: b_{1} = r^{2}a_{1} + (r + 2)(r + 3)a_{0},\: bn = (n + r − 1)^{2} a_{n} + (n + r + 1)(n + r + 2)a_{n−1} + (n + r − 1)a_{n−2},\: n ≥ 2$ 24. \(b_{0} = r(r + 1)a_{0},\:...23. $b_{0} = (r − 1)^{2} a_{0},\: b_{1} = r^{2}a_{1} + (r + 2)(r + 3)a_{0},\: bn = (n + r − 1)^{2} a_{n} + (n + r + 1)(n + r + 2)a_{n−1} + (n + r − 1)a_{n−2},\: n ≥ 2$ 24. $b_{0} = r(r + 1)a_{0},\: b_{1} = (r + 1)(r + 2)a_{1} + 3(r + 1)(r + 2)a_{0},\: b_{n} = (n + r)(n + r + 1)a_{n} + 3(n + r)(n + r + 1)a_{n−1} + (n + r)a_{n−2},\: n ≥ 2$ 25. $b_{0} = (r + 2)(r + 1)a_{0},\: b_{1} = (r + 3)(r + 2)a_{1},\: b_{n} = (n + r + 2)(n + r + 1)a_{n} + 2(n + r − 1)(n + r − 3)a_{n−2},\: n ≥ 2$

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