Conclusión

Integrantes
Jhan jaraba
Loraine Martínez
Marciano rúa
José varón
1. M2+2mx+x2=(m+x)2
2. X2-36=(x+6)(x-6)
3. X2-3x-4=(x-4)(x+1)
4. 1+x3=(1+x)(1-x+x2)
5.X5+m5=(x+m)(x4-mx3+m2x2-m3x+m4)
6. 2xy-6y+xz-3z=2y(x-3)+z(x-3)=(x-3)(2y+z)
7. 4x2+3x2y2+y4=4x2+3x2y2+y4-x2y2+x2y2=[(2x2+y2)2+x2y2]=(2x2+xy+y2)(2x2-xy+y2)
8. A2-a-30=(a+6)(a-5)
9. A6+1=(a2+1)(a4-a2+1)10. 16x2-24xy+9y2=(4x-3b)2
11. 8ª3-12ª2+6ª-1=(2ª-1)3
12. X4+4x2-21=(x2+7)(x2-3)
13. A2+2ab+b2-m2=(a+b)2-m2=(a+b+m)(a+b-m)
14. X5-x4+x-1=(x5-x4)(x-1)=x4(x-1)1(x-1)=(x4+1)(x-1)15. 25x4-81y2=(5x2+9y)(5x2-9y)
16. X2-a2+2xy+y2+2ab-b2=(x2+2xy+y2)-(a2-2ab+b2)=[(x+y)-(a+b)][(x+y)+(a-b)]=(x+y-a+b)(x+y+a-b)
17. A(x+1)-b(x+1)+c(x+1)=(x+1)(a-b+c)
18.1-a2b4=(1+ab2)(1-ab2)
19. X6+4x3-77=(x3+11))(x3-7)
20. 1+(a-3b)3=(1+a-3b)(1+a-3b+a2-3ab+9b2)
21. A8-28ª4+36=a8-28ª4+36+16ª4-16ª4=(a4-6)-4ª2=(a4+4ª2-6)(a4-4ª2-6)
22.12ª2bx-15ª2by=3ª2b(4x-5y)
23. 6am-4an-2n+3m=(6am+3m)(-4an-2n)=3m(2a+1)-2n(2a+1)=(3m-2n)(2a+1)
24. 16-(2a+b)2=(4-2a-b)(4+2a+b)
25. N2+n-42=(n+7)(n-6)
26. 1+216x9=(1+6x3)(1-6x3+36x6)
27.X3-64x4=x3(1-64x)
28. 49a2b2-14ab+1=(7ab-1)2
29. A2-(b+c)2=(a+b+c)(a-b-c)
30. 7x2+31x-20=(x+5)(7x-4)
31. Ax+a-x-1=(ax+a)(-x-1)=a(x+1)-1(x+1)=(a-1)(x+1)
32.1-27b2+b4=1-27b2+b4+25b2-25b2=(1-b2)-5b=(1-5b-b2)(1+5b-b2)
33. C4-4d4=(c2+2d2)(c2-2d2)
34. A2-x2-a-x=(a2-a)(-x2-x)=a(a-1)x(-x-1)=(a+x)(a-x-1)
35. 6m4+7m2-20=(2m2+5)(3m2-4)
36. 2x2+2=2(x2+1)
37.X2+3x-18=(x+6)(x-3)
38. X3+6x2y+12xy2+8y3=(x+2y)3
39. 1+18ab+81a2b2=( 1+9ab)2
40. X6-4x3-480=(x3-24)(x3+20)
41. 6am-3m-2a+1=(6am-3m)(-2a+1)=3m(2a-1)-1(2a-1)=(3m-1)(2a-1)
42.A10-a8+a6+a4=a4(a6-a4+a2+1)
43. (m+n)(m-n)+3n(m-n)=(m+4n)(m-n)
44. 2am-3b-c-cm-3bm+2ª=(2am-3bm-cm)(2a-3b-c)=m(2a-3b-c)1(2a-3b-c)=(m+1)(2a-3b-c)
45. 4a2n-b4n=(2an+b2n)(2an-b2n)
46....