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    • https://espanol.libretexts.org/Under_Construction/Matem%C3%A1ticas/%C3%81lgebra_Intermedia_(OpenStax)/08%3A_Ra%C3%ADces_y_radicales/8.09%3A_Utilizar_el_Sistema_de_N%C3%BAmeros_Complejos/8.9E%3A_Ejercicios
      49. \dfrac{3+4 i}{4-3 i} 50. \dfrac{5-2 i}{2+5 i} 51. \dfrac{2+i}{3-4 i} 52. \dfrac{3-2 i}{6+i} 57. \dfrac{1+4 i}{3 i} 58. \dfrac{4+3 i}{7 i} 59. \dfrac{-2-3 i}{4 i} 60. \(...49. \dfrac{3+4 i}{4-3 i} 50. \dfrac{5-2 i}{2+5 i} 51. \dfrac{2+i}{3-4 i} 52. \dfrac{3-2 i}{6+i} 57. \dfrac{1+4 i}{3 i} 58. \dfrac{4+3 i}{7 i} 59. \dfrac{-2-3 i}{4 i} 60. \dfrac{-3-5 i}{2 i} 61. i^{41} = i^{40}\cdot i = \left(i^{4}\right)^{10}\cdot i= i 63. i^{66} = i^{64}\cdot i^{2} = \left(i^{4}\right)^{16}\cdot (-1)= -1 67. i^{137} = i^{136}\cdot i = \left(i^{4}\right)^{34}\cdot i = 1 \cdot i = i
    • https://espanol.libretexts.org/Matematicas/Algebra/Algebra_Intermedia_(OpenStax)/08%3A_Ra%C3%ADces_y_Radicales/8.09%3A_Utilizar_el_Sistema_de_N%C3%BAmeros_Complejos/8.9E%3A_Ejercicios
      9. (1+3 i)+(7+4 i) 10. (6+2 i)+(3-4 i) 49. \dfrac{3+4 i}{4-3 i} 50. \dfrac{5-2 i}{2+5 i} 51. \dfrac{2+i}{3-4 i} 52. \dfrac{3-2 i}{6+i} 57. \dfrac{1+4 i}{3 i} 58. \(\dfrac{4...9. (1+3 i)+(7+4 i) 10. (6+2 i)+(3-4 i) 49. \dfrac{3+4 i}{4-3 i} 50. \dfrac{5-2 i}{2+5 i} 51. \dfrac{2+i}{3-4 i} 52. \dfrac{3-2 i}{6+i} 57. \dfrac{1+4 i}{3 i} 58. \dfrac{4+3 i}{7 i} 59. \dfrac{-2-3 i}{4 i} 60. \dfrac{-3-5 i}{2 i} 61. i^{41} = i^{40}\cdot i = \left(i^{4}\right)^{10}\cdot i= i 63. i^{66} = i^{64}\cdot i^{2} = \left(i^{4}\right)^{16}\cdot (-1)= -1 67. i^{137} = i^{136}\cdot i = \left(i^{4}\right)^{34}\cdot i = 1 \cdot i = i

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