# La candidatura de rojas

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• Páginas : 5 (1237 palabras )
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• Publicado : 12 de mayo de 2011

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x2-x-12x2-72*x2-x-56x2+x-20÷x2-5x-24x+5=x-4(x+3)x-7(x+7)*x-8(x+7)x+5(x-4)*x+5x-8(x+3)= 1(x-7)
(1-x2)21+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x2(1+x2)1+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x21+x*(x+1)21-x*1+x1-x2=(x+1)21-xx3x2-36x÷xx2-4*1x-36x*1x-4x=x3x2-62x*x2-22xxx2-62*xx2-22=x3*x2-62x*x2-22x*xx2-62*xx2-22=x32-x-12x2-72*x2-x-56x2+x-20÷x2-5x-24x+5=x-4(x+3)x-7(x+7)*x-8(x+7)x+5(x-4)*x+5x-8(x+3)= 1(x-7)
(1-x2)21+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x2(1+x2)1+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x21+x*(x+1)21-x*1+x1-x2=(x+1)21-x

x3x2-36x÷xx2-4*1x-36x*1x-4x=x3x2-62x*x2-22xxx2-62*xx2-22=x3*x2-62x*x2-22x*xx2-62*xx2-22=x32-x-12x2-72*x2-x-56x2+x-20÷x2-5x-24x+5=x-4(x+3)x-7(x+7)*x-8(x+7)x+5(x-4)*x+5x-8(x+3)= 1(x-7)(1-x2)21+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x2(1+x2)1+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x21+x*(x+1)21-x*1+x1-x2=(x+1)21-x

x3x2-36x÷xx2-4*1x-36x*1x-4x=x3x2-62x*x2-22xxx2-62*xx2-22=x3*x2-62x*x2-22x*xx2-62*xx2-22=x32-x-12x2-72*x2-x-56x2+x-20÷x2-5x-24x+5=x-4(x+3)x-7(x+7)*x-8(x+7)x+5(x-4)*x+5x-8(x+3)= 1(x-7)(1-x2)21+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x2(1+x2)1+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x21+x*(x+1)21-x*1+x1-x2=(x+1)21-x

x3x2-36x÷xx2-4*1x-36x*1x-4x=x3x2-62x*x2-22xxx2-62*xx2-22=x3*x2-62x*x2-22x*xx2-62*xx2-22=x32-x-12x2-72*x2-x-56x2+x-20÷x2-5x-24x+5=x-4(x+3)x-7(x+7)*x-8(x+7)x+5(x-4)*x+5x-8(x+3)= 1(x-7)
(1-x2)21+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x2(1+x2)1+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x21+x*(x+1)21-x*1+x1-x2=(x+1)21-xx3x2-36x÷xx2-4*1x-36x*1x-4x=x3x2-62x*x2-22xxx2-62*xx2-22=x3*x2-62x*x2-22x*xx2-62*xx2-22=x32-x-12x2-72*x2-x-56x2+x-20÷x2-5x-24x+5=x-4(x+3)x-7(x+7)*x-8(x+7)x+5(x-4)*x+5x-8(x+3)= 1(x-7)
(1-x2)21+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x2(1+x2)1+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x21+x*(x+1)21-x*1+x1-x2=(x+1)21-xx3x2-36x÷xx2-4*1x-36x*1x-4x=x3x2-62x*x2-22xxx2-62*xx2-22=x3*x2-62x*x2-22x*xx2-62*xx2-22=x32-x-12x2-72*x2-x-56x2+x-20÷x2-5x-24x+5=x-4(x+3)x-7(x+7)*x-8(x+7)x+5(x-4)*x+5x-8(x+3)= 1(x-7)
(1-x2)21+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x2(1+x2)1+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x21+x*(x+1)21-x*1+x1-x2=(x+1)21-xx3x2-36x÷xx2-4*1x-36x*1x-4x=x3x2-62x*x2-22xxx2-62*xx2-22=x3*x2-62x*x2-22x*xx2-62*xx2-22=x32-x-12x2-72*x2-x-56x2+x-20÷x2-5x-24x+5=x-4(x+3)x-7(x+7)*x-8(x+7)x+5(x-4)*x+5x-8(x+3)= 1(x-7)
(1-x2)21+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x2(1+x2)1+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x21+x*(x+1)21-x*1+x1-x2=(x+1)21-x

x3x2-36x÷xx2-4*1x-36x*1x-4x=x3x2-62x*x2-22xxx2-62*xx2-22=x3*x2-62x*x2-22x*xx2-62*xx2-22=x32-x-12x2-72*x2-x-56x2+x-20÷x2-5x-24x+5=x-4(x+3)x-7(x+7)*x-8(x+7)x+5(x-4)*x+5x-8(x+3)= 1(x-7)(1-x2)21+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x2(1+x2)1+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x21+x*(x+1)21-x*1+x1-x2=(x+1)21-x

x3x2-36x÷xx2-4*1x-36x*1x-4x=x3x2-62x*x2-22xxx2-62*xx2-22=x3*x2-62x*x2-22x*xx2-62*xx2-22=x32-x-12x2-72*x2-x-56x2+x-20÷x2-5x-24x+5=x-4(x+3)x-7(x+7)*x-8(x+7)x+5(x-4)*x+5x-8(x+3)= 1(x-7)(1-x2)21+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x2(1+x2)1+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x21+x*(x+1)21-x*1+x1-x2=(x+1)21-x

x3x2-36x÷xx2-4*1x-36x*1x-4x=x3x2-62x*x2-22xxx2-62*xx2-22=x3*x2-62x*x2-22x*xx2-62*xx2-22=x32-x-12x2-72*x2-x-56x2+x-20÷x2-5x-24x+5=x-4(x+3)x-7(x+7)*x-8(x+7)x+5(x-4)*x+5x-8(x+3)= 1(x-7)
(1-x2)21+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x2(1+x2)1+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x21+x*(x+1)21-x*1+x1-x2=(x+1)21-xx3x2-36x÷xx2-4*1x-36x*1x-4x=x3x2-62x*x2-22xxx2-62*xx2-22=x3*x2-62x*x2-22x*xx2-62*xx2-22=x32-x-12x2-72*x2-x-56x2+x-20÷x2-5x-24x+5=x-4(x+3)x-7(x+7)*x-8(x+7)x+5(x-4)*x+5x-8(x+3)= 1(x-7)
(1-x2)21+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x2(1+x2)1+x2*11+x÷1-x1+2x+x2*1-x21+x=1-x21+x*(x+1)21-x*1+x1-x2=(x+1)21-x

x3x2-36x÷xx2-4*1x-36x*1x-4x=x3x2-62x*x2-22xxx2-62*xx2-22=x3*x2-62x*x2-22x*xx2-62*xx2-22=x3