Download - Tarea 2
INGENIERIA EN SISTEMAS UNIVERSIDAD MARIANO GALVEZ 1
TAREA 2.
Exprese el producto en forma de polinomio, use productos notables segΓΊn el caso
1. 7 + 3π 2
2. 3π + π¦ 2
3. 3π + 2π₯ 2
4. 3π + 3π 2
5. 3π₯ + 2π₯ 2
6. 5π¦ + 4π§ 2
7. (2π₯3 + π₯)2
8. (π3 + 3π)2
9. 6π + π 2
10. 7π₯ + 11 2
11. (1 + 3π₯2)2
12. (π2π₯ + ππ¦2)2
13. (8π₯2π¦ + 9π3)2
14. (ππ + ππ)2
15. (π₯π+1 + π¦π₯β2)2
16. 3π₯ β π¦ 2
17. 5π₯ β 2π¦ 2
18. 2π₯ β 13π¦ 2
19. 3π β 2π 2
20. (5π₯2 β 3π₯)2
21. (3π¦2 β 2π₯π¦)2
22. (6π¦ β 5π¦2)2
23. π β 7π 2
24. (5π β 3ππ)2
25. 11π₯ β 3π₯4 2
26. (5π₯2π¦ β 3π¦2)2
27. π₯π β π¦π 2
28. (3π¦4 β 7)2
29. π₯ β π₯π₯β1 2
30. 3π₯ β 2π₯ππ¦ 2
31. 12 β π§ 12 + π§
32. 5π€ β 11π§ (5π€ + 11π§)
33. 9π¦2 β 1 (9π¦2 + 1)
34. π¦ β π§ π§ + π¦
35. π₯ + 14π¦ (π₯ β 14π¦)
36. π 3 + 2 (π 3 β 2)
37. 2π€ β 5π₯π¦ (2π€ + 5π₯π¦)
38. 3ππ + 8 (3ππβ8)
39. π₯π¦π§ β 6π€ (π¦π§π₯ β 6π€)
40. π₯ β 20 (π₯ + 20)
41. 2π₯ β2
5 (2π₯ +
2
5)
42. 5π₯ β2
3 5π₯ +
2
3
43. 2
3π₯+
1
3π₯
2
3π₯β
1
3π₯
44. π₯ +1
11 (π₯ β
1
11)
45. π€ β1
2 (π€ +
1
2)
46. π₯ β π¦ + π§ (π₯ + π¦ β π§)
47. π + π + 1 (π + πβ1)
48. π₯ + π¦ β 2 π₯ β π¦ + 2
49. (π₯ + π¦ + π§)2
50. (π₯ β 2π¦ β 3π§)2
51. 2π₯ + 3π₯π¦ 3
52. π₯ +1
3
3
53. 3π₯ + 2π₯ 3
54. 5π₯ + 12π¦ 3
55. 3π₯π¦ + 2π₯2 3
56. π₯ β π¦ 3
57. π₯ β 11π¦ 3
58. 3π€2 β 5π€ 3
59. 3π β 3π 3
60. π₯3 β 3π₯ 3
61. π₯πβ1 β π₯π 3
62. π₯2 + 5π₯ (π₯4 β 5π₯3 + 25π₯2)
63. 2π₯ + 10 (81π₯2 β 90π₯ + 100)
64. π₯ + 3 (π₯2 + 3π₯ + 9)
65. 5π₯ + π (25π₯2 β 5ππ₯ + π2)
66. 3π + ππ 9π2 β 3π2π + π2 +
π2π2
67. π₯2 β 5x (x4 + 5x3 + 25x2)
68. 9π₯ β 10 (81x2 + 90x + 100)
INGENIERIA EN SISTEMAS UNIVERSIDAD MARIANO GALVEZ 2
69. π₯ β 3 (x2 + 3x + 9)
70. 5π₯ β r (25x2 + 5rx + r2)
71. 3π β mn (9m2 + 3m2n + π2n2)
72. 2π₯ β 5 (3x + 8)
73. 6π₯ β 5 (8x β 3)
74. 3π₯ + 2π¦ (11π₯ β 3y)
75. π₯ β π§ (5π₯ + 2π§)
76. π β 8 (3m β 11)
77. π₯ + 9 (π₯ + 2)
78. π + π (3π + 8π)
79. 11π₯ β 2π¦ 11π₯ + π¦
80. 3π§ + 5 (π§ β 11)
81. π€ + 8 (8π€ β 1)
82. π₯ + 11 (π₯ + 11)
83. 7π + 8π (8π β 7π)
84. 5π + 7 (3πβ 1)
85. 11π₯ + π§ (12π₯ β π§)
86. π + 17 (2π β 1)
87. 2π₯ + 1 (2π₯ β π¦)
88. 2π₯ β 11 (2π₯ + 11π¦)
89. 4π β 1 (9k β 5r)
90. 3π + 2 (π§ β 8)
91. π β 1 (s + y)
92. 11 β 2x (13 + 2y)
93. π€ + 11 (8π€ β m)
94. π₯ + 13 (π¦ β 5)
95. 4π + 5π (8π β 7)
96. 6π₯ β 7 (8x β 2y)
97. 3π₯ + π¦ (2π§ β 7)
98. 3π + 5π (2πβ 11)
99. 5π¦ + 3 4π¦ + π§