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Problemas populares Álgebra

2x^2-8x-10=0	2x^{2}-8x-10=0
(c+9)^2=64	(c+9)^{2}=64
4(u+1)-7=3(u-1)+u	4(u+1)-7=3(u-1)+u
factor 1+64y^3	factor\:1+64y^{3}
factor 4x^3-64x	factor\:4x^{3}-64x
simplificar (5-4i)^2	simplify\:(5-4i)^{2}
4x^2+2x-1=0	4x^{2}+2x-1=0
a+4=4a+2	a+4=4a+2
factor x^3+216	factor\:x^{3}+216
\|w\|>= 4	\left\|w\right\|\ge\:4
-2x^2+8x+1=0	-2x^{2}+8x+1=0
x^2-11x=-28	x^{2}-11x=-28
3t^2=27	3t^{2}=27
8v^2+v=-9	8v^{2}+v=-9
2y+42+2y=6	2y+42+2y=6
7x-12=23	7x-12=23
5-7(a+2)=7+a	5-7(a+2)=7+a
b^2+2b-35=0	b^{2}+2b-35=0
x^2>= 16	x^{2}\ge\:16
5= 2/7 (10x+35)	5=\frac{2}{7}(10x+35)
simplificar sqrt(242)	simplify\:\sqrt{242}
simplificar (1/3)^{1/2}	simplify\:(\frac{1}{3})^{\frac{1}{2}}
3(x-5)+13=2(x+3)	3(x-5)+13=2(x+3)
factor 18s-63	factor\:18s-63
simplificar log_{2}(6.4)+log_{2}(10)-log_{2}(2)	simplify\:\log_{2}(6.4)+\log_{2}(10)-\log_{2}(2)
-29<= 9x-2<16	-29\le\:9x-2<16
\|x+7\|<= 3	\left\|x+7\right\|\le\:3
simplificar sqrt(q^9)	simplify\:\sqrt{q^{9}}
z=((1+i)/(sqrt(2)))^4	z=(\frac{1+i}{\sqrt{2}})^{4}
x-12=14	x-12=14
factor 2x^2-72y^2	factor\:2x^{2}-72y^{2}
3x<54	3x<54
3x+5>8	3x+5>8
x^2-12x=-27	x^{2}-12x=-27
6x^2-13x-5=0	6x^{2}-13x-5=0
8x+7=8x-7	8x+7=8x-7
X^4-12X^2+32<= 0	X^{4}-12X^{2}+32\le\:0
(x-2)/(14)= 2/7	\frac{x-2}{14}=\frac{2}{7}
3x-2>19	3x-2>19
x^2+2x-3>0	x^{2}+2x-3>0
b/(1.3)-5.4=1.8	\frac{b}{1.3}-5.4=1.8
log_{3}(5)=x	\log_{3}(5)=x
factor 8f(g+h)+(g+h)^2	factor\:8f(g+h)+(g+h)^{2}
factor x^4-3x^2-4	factor\:x^{4}-3x^{2}-4
factor x^2+8x	factor\:x^{2}+8x
2x^2-8x=-7	2x^{2}-8x=-7
4x^2-15x+9=0	4x^{2}-15x+9=0
5.3-(-3.7c)=13.81	5.3-(-3.7c)=13.81
factor 63n^3+54n^2-105n-90	factor\:63n^{3}+54n^{2}-105n-90
simplificar 6/(3sqrt(5))	simplify\:\frac{6}{3\sqrt{5}}
factor n^2+2n+1	factor\:n^{2}+2n+1
2x+8=18	2x+8=18
3x^2-9=-18x	3x^{2}-9=-18x
factor 2x^2+8x-960	factor\:2x^{2}+8x-960
factor j^2-25	factor\:j^{2}-25
factor 6x^2-19x-20	factor\:6x^{2}-19x-20
simplificar (8h^2-5hk+6k^2)-(-h^2+7hk-2k^2)	simplify\:(8h^{2}-5hk+6k^{2})-(-h^{2}+7hk-2k^{2})
6x=-4	6x=-4
factor x^2+6xy-16y^2	factor\:x^{2}+6xy-16y^{2}
x^2-x=56	x^{2}-x=56
3x^2+2x+4=0	3x^{2}+2x+4=0
6(x+1)-4x=5x-9	6(x+1)-4x=5x-9
-23d+81<=-98d+1	-23d+81\le\:-98d+1
4/(\|x+1\|)>9	\frac{4}{\left\|x+1\right\|}>9
simplificar 1/(1-0.9)	simplify\:\frac{1}{1-0.9}
2(z+i)=3i(z-1)	2(z+i)=3i(z-1)
x^2-9x=10	x^{2}-9x=10
simplificar 8+(-3)	simplify\:8+(-3)
simplificar sqrt(2)-sqrt(2)	simplify\:\sqrt{2}-\sqrt{2}
factor (x-1)^2-(y-3)^2	factor\:(x-1)^{2}-(y-3)^{2}
simplificar (x^{3/7})/(x^{3/4)}	simplify\:\frac{x^{\frac{3}{7}}}{x^{\frac{3}{4}}}
0=4000+14x-0.004x^2	0=4000+14x-0.004x^{2}
5-2b=1	5-2b=1
simplificar (3s^8)^{-5}	simplify\:(3s^{8})^{-5}
factor 54x^2+87x+28	factor\:54x^{2}+87x+28
factor x^2-16	factor\:x^{2}-16
factor 3x^2+10x+3	factor\:3x^{2}+10x+3
simplificar 15*(-4i+2)	simplify\:15\cdot\:(-4i+2)
1/2 (z+4)-6=-2z+8	\frac{1}{2}(z+4)-6=-2z+8
simplificar (9p^2-1)/(pq-2q)*(3p-6)/(1-3p)	simplify\:\frac{9p^{2}-1}{pq-2q}\cdot\:\frac{3p-6}{1-3p}
factor 3x^2+12x-135	factor\:3x^{2}+12x-135
x^2-10x-9=0	x^{2}-10x-9=0
factor z^2-3z-10	factor\:z^{2}-3z-10
(x-2)(3x+5)=0	(x-2)(3x+5)=0
factor 4uv^2(2u-v)+6u^2v(v-2u)	factor\:4uv^{2}(2u-v)+6u^{2}v(v-2u)
4x^2+20x-25=0	4x^{2}+20x-25=0
X=1.35((25200)(1.125))/(\frac{3.1416){32}(2.25^4)}	X=1.35\frac{(25200)(1.125)}{\frac{3.1416}{32}(2.25^{4})}
9w+63=198	9w+63=198
simplificar (-3a^{1/4})(9a)^{-3/2}	simplify\:(-3a^{\frac{1}{4}})(9a)^{-\frac{3}{2}}
8x<= 56	8x\le\:56
factor 8n^4-2n^2-1	factor\:8n^{4}-2n^{2}-1
2x+7<-3x+12	2x+7<-3x+12
simplificar 77777*7	simplify\:7\cdot\:7\cdot\:7\cdot\:7\cdot\:7\cdot\:7
7<x+8<9	7<x+8<9
18m-13m=25	18m-13m=25
factor 5c^5+60c^4+180c^3	factor\:5c^{5}+60c^{4}+180c^{3}
25x-11=x+1	25x-11=x+1
2/3 (x+9)=-2	\frac{2}{3}(x+9)=-2
simplificar sqrt(4704)	simplify\:\sqrt{4704}
(5x-1)/3 >3	\frac{5x-1}{3}>3

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