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Problemas populares Álgebra

1/(x-1)<= 1	\frac{1}{x-1}\le\:1
factor 4x^4-5x^2y^2-2x^3	factor\:4x^{4}-5x^{2}y^{2}-2x^{3}
-3(3x+5)+25=3x+5x+26	-3(3x+5)+25=3x+5x+26
69=a(1.48665)^{6.5}	69=a(1.48665)^{6.5}
factor 4(5x-8)^2+9(5x-8)(4x+9)	factor\:4(5x-8)^{2}+9(5x-8)(4x+9)
simplificar 13*4	simplify\:13\cdot\:4
x^2(x+1)<0	x^{2}(x+1)<0
factor 20xy+35x^2y-15xy^2	factor\:20xy+35x^{2}y-15xy^{2}
b^2+2b-24=0	b^{2}+2b-24=0
factor 6x^2-10x-4	factor\:6x^{2}-10x-4
x(x+2)(x-1)>= 0	x(x+2)(x-1)\ge\:0
simplificar m 3/4	simplify\:m\frac{3}{4}
x*1=x	x\cdot\:1=x
simplificar (7^5)/7	simplify\:\frac{7^{5}}{7}
factor-t^3+6t^2+15t	factor\:-t^{3}+6t^{2}+15t
3n-3>12	3n-3>12
0.6(500-24x)=3.6(2x-4000)	0.6(500-24x)=3.6(2x-4000)
5x^2+26x+24=0	5x^{2}+26x+24=0
m/4 = m/3-2	\frac{m}{4}=\frac{m}{3}-2
simplificar (sqrt(3))^2(sqrt(4))^3(sqrt(5))^4	simplify\:(\sqrt{3})^{2}\cdot\:(\sqrt{4})^{3}\cdot\:(\sqrt{5})^{4}
10/8 <(y+4)/4 < 16/8	\frac{10}{8}<\frac{y+4}{4}<\frac{16}{8}
factor 3x^2+33x+90	factor\:3x^{2}+33x+90
14-6b=2+6b	14-6b=2+6b
factor 30x^2-13x-77	factor\:30x^{2}-13x-77
simplificar 1/20*100	simplify\:\frac{1}{20}\cdot\:100
x^2+x-42<0	x^{2}+x-42<0
-2<x<= 8	-2<x\le\:8
x-9<= 8x-1	x-9\le\:8x-1
simplificar (\sqrt[3]{40m})/(\sqrt[3]{5m)}	simplify\:\frac{\sqrt[3]{40m}}{\sqrt[3]{5m}}
4v-8<= 5v+5	4v-8\le\:5v+5
3/(1-x)<= 1	\frac{3}{1-x}\le\:1
4x=44	4x=44
simplificar 3(1/4)^2	simplify\:3(\frac{1}{4})^{2}
1-n^2<0	1-n^{2}<0
factor 2a^2+12ab+6b^2	factor\:2a^{2}+12ab+6b^{2}
4x+5=13	4x+5=13
x+sqrt(x^2-1)<5	x+\sqrt{x^{2}-1}<5
simplificar sqrt(124)	simplify\:\sqrt{124}
factor y^2+9y+20	factor\:y^{2}+9y+20
-15x+4<= 109\lor-6x+70>-2	-15x+4\le\:109\lor\:-6x+70>-2
simplificar (1400000000)*((100-2.2)/(100))^{32}	simplify\:(1400000000)\cdot\:(\frac{100-2.2}{100})^{32}
2(7x-1)-3(3x-6)-5(11x+6)=196	2(7x-1)-3(3x-6)-5(11x+6)=196
z^2+11z+9=5z	z^{2}+11z+9=5z
(sqrt(3))/2 = g/(57)	\frac{\sqrt{3}}{2}=\frac{g}{57}
144*6-4(x+6)(36-4x)=0	144\cdot\:6-4(x+6)(36-4x)=0
n+3>= 9	n+3\ge\:9
\|x+2\|+5<4	\left\|x+2\right\|+5<4
\|x\|<= 8	\left\|x\right\|\le\:8
d/(dm)(1/2 mv^2)	\frac{d}{dm}(\frac{1}{2}mv^{2})
simplificar (2+sqrt(5))^2	simplify\:(2+\sqrt{5})^{2}
m-(-5)<14	m-(-5)<14
simplificar a^0	simplify\:a^{0}
simplificar (40-20(1))/(1^2)+1/2	simplify\:\frac{40-20(1)}{1^{2}}+\frac{1}{2}
2\|x-1\|=0	2\left\|x-1\right\|=0
simplificar ((4g^3h^2k^4)^3)/(8g^3h^2)-(h^5k^3)^5	simplify\:\frac{(4g^{3}h^{2}k^{4})^{3}}{8g^{3}h^{2}}-(h^{5}k^{3})^{5}
factor 7x^2+5x-2	factor\:7x^{2}+5x-2
2x+40=200	2x+40=200
factor 5x^3-135	factor\:5x^{3}-135
\|x^2-4x\|=21	\left\|x^{2}-4x\right\|=21
2x^2-128=0	2x^{2}-128=0
-7c-(8c-9)>6c+1-2c	-7c-(8c-9)>6c+1-2c
(x+6)/(x-2)>0	\frac{x+6}{x-2}>0
(z+1)^2+49=0	(z+1)^{2}+49=0
x<3x+2<2x+6	x<3x+2<2x+6
simplificar (5-2i)(5+2i)	simplify\:(5-2i)(5+2i)
8x^2+12=7x^2+7x	8x^{2}+12=7x^{2}+7x
factor 2x^3-11x^2+5x	factor\:2x^{3}-11x^{2}+5x
t^2-7t=0	t^{2}-7t=0
1/6 p= 1/5 p+2/3	\frac{1}{6}p=\frac{1}{5}p+\frac{2}{3}
simplificar 4(p-6p^2q)-9-9pq+7p(p+q)-5(3+pq)	simplify\:4(p-6p^{2}q)-9-9pq+7p(p+q)-5(3+pq)
x^2-18x-4=0	x^{2}-18x-4=0
simplificar (1+i)(1-i)	simplify\:(1+i)(1-i)
\|x\|>11	\left\|x\right\|>11
simplificar (2ba^3)/7-(ab^3)/5	simplify\:\frac{2ba^{3}}{7}-\frac{ab^{3}}{5}
simplificar sqrt(-121)	simplify\:\sqrt{-121}
factor-32x^2+50	factor\:-32x^{2}+50
factor 6x^2+36x+48	factor\:6x^{2}+36x+48
simplificar 1/2 sqrt(24)	simplify\:\frac{1}{2}\sqrt{24}
(4x+2)^{-1}<0	(4x+2)^{-1}<0
6(v+1)-9=4(v-1)+2v	6(v+1)-9=4(v-1)+2v
simplificar (32x^{10}y^{-30})^{4/5}	simplify\:(32x^{10}y^{-30})^{\frac{4}{5}}
2x^2-2x+9=0	2x^{2}-2x+9=0
-2y+7<1\lor 4y+3<=-5	-2y+7<1\lor\:4y+3\le\:-5
-8x+6<= 2(-3x+1)	-8x+6\le\:2(-3x+1)
\|6x+42\|=0	\left\|6x+42\right\|=0
factor 10x^3-80	factor\:10x^{3}-80
simplificar (sqrt(-3))/(sqrt(-1)\sqrt{-5)}	simplify\:\frac{\sqrt{-3}}{\sqrt{-1}\sqrt{-5}}
2j-7>= 9j+35	2j-7\ge\:9j+35
factor w^4+w^3-56w^2	factor\:w^{4}+w^{3}-56w^{2}
factor 3mn+2m+12n+8	factor\:3mn+2m+12n+8
(x-5)/(x+6)>= 0	\frac{x-5}{x+6}\ge\:0
simplificar 3/7*2	simplify\:\frac{3}{7}\cdot\:2
simplificar sqrt(3)*2sqrt(30)	simplify\:\sqrt{3}\cdot\:2\sqrt{30}
simplificar ((2.64172*10^{-26}))/(63.546)	simplify\:\frac{(2.64172\cdot\:10^{-26})}{63.546}
-6r>36	-6r>36
domínio f(n)=((32^n)(38^n))/(316^{1-n)}	domain\:f(n)=\frac{(3\cdot\:2^{n})\cdot\:(3\cdot\:8^{n})}{3\cdot\:16^{1-n}}
simplificar 8sqrt(44)	simplify\:8\sqrt{44}
4x^2-12x+5=0	4x^{2}-12x+5=0
2x^2+4=x	2x^{2}+4=x
factor 4b^2-21b+5	factor\:4b^{2}-21b+5

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