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FACTORIZACIÓN DE POLINOMIOS
Contributed by: AVILA
  • 1. X5+3X4-13X3-25X2+50X+24
  • 2. 2X4-X3-4X2+10X-4
A) (X+2)(2X3-5X2+6X-2)
B) (2X+1)(2X-1)(2X-5)(2X+5)
C) (X+2)(X-5)
D) (X+2)(X-2)(X+5)(X-5)
  • 3. X3+2X2-5X-6
  • 4. 2X3+3X2-59X-30
A) (X2+1)/X-5)
B) (X+6)(X-5)(X+1)
C) (X+6)(X-5)(2X+1)
D) (X-6)(X+5)(2X+1)
  • 5. X4-5X2+4
  • 6. X3+6X2+11X+6
A) (X+1)(X-2)(X+3)
B) (X-1)(X-2)(X-3)
C) (X+1)(X+2)(X+3)
D) (X-1)(X-2)(X+3)
  • 7. X3-6X2+11X-6
  • 8. X5-5X4+3X3+13X2-8X-12
A) (X-1)(X-1)(X+2)(X+2)(X+3)
B) (X+1)(X-2)(X-3)
C) (X+1)(X+1)(X-2)(X-2)(X-3)
D) (X-1)(X+2)(X+3)
  • 9. X2-X-110
  • 10. X2-169
A) (X+13)2
B) (X+13)(X-13)
C) (X-13)2
D) (X-10)(X-13)
  • 11. 15a+27b+9c
  • 12. 5a-a2+a3
A) 5(a-a2+a3)
B) a(5-a+a2)
C) a3(5a2-a+1)
D) a2(5a-1+a)
  • 13. 2x2+6x+8x3-10x4
  • 14. 27a2b4-18a4b5+45a6b3
A) a2b3(27b-18a2b2-45a4b2)
B) 3(a2b4-6a4b5-15a6b2)
C) 9a2b4(27b-18a2b3-45a4b1)
D) 9a2b3(3b-2a2b2+5a4)
  • 15. 5x2y3+7xy4-8x3y7-9x5y5
  • 16. 9x+6y+3mx+2my+3px+2py
A) (9x+6y)+(3mx+2my)+(3px+2py)
B) 3(3x+2y)+m(3x+2y)+p(3x+2y)
C) (3x)(2y)(3)(m)(p)
D) (3x+2y)(3+m+p)
  • 17. 2ax+2ay+36x+36y
  • 18. ac-a-bc+b+c2-c
A) (a-b+c)(c-1)
B) (1+c)(a+b+c)
C) a(c-1)-b(c+1)+c(c-1)
D) (c-1)(a+b+c)
  • 19. 3am-8bp-2bm+12ap
  • 20. 5ax-2ay-3bz+2by+3az-5bx
A) (5x+2y-3z)(a-b)
B) (a+b)(5x-2y+3z)
C) (b-a)(5x-2y+3z)
D) (5x-2y+3z)(a-b)
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