We've updated our
Privacy Policy effective December 15. Please read our updated Privacy Policy and tap

es

Español

Actualizar

Problemas populares

Temas

Problemas populares Álgebra

x^2=11x-10	x^{2}=11x-10
factor 60x^4+54x^3	factor\:60x^{4}+54x^{3}
desarrollar (x+1)^2	expand\:(x+1)^{2}
factor x^3-x^2-2x	factor\:x^{3}-x^{2}-2x
3=9.81x^2-1/2 9.81x^2	3=9.81x^{2}-\frac{1}{2}9.81x^{2}
-2<= (4-x)/3 <= 6	-2\le\:\frac{4-x}{3}\le\:6
(x^2)/2+5=-3	\frac{x^{2}}{2}+5=-3
factor 8x^2-6x+1	factor\:8x^{2}-6x+1
2/5 b+1=-11	\frac{2}{5}b+1=-11
\|2x+3\|>-5	\left\|2x+3\right\|>-5
factor 14x^2-49x-28	factor\:14x^{2}-49x-28
factor 48xy^2+24xy^4-12x^2y^4	factor\:48xy^{2}+24xy^{4}-12x^{2}y^{4}
\|6x-12\|=0	\left\|6x-12\right\|=0
factor-18n^2+15n-15	factor\:-18n^{2}+15n-15
simplificar 1.3b+7.8-3.2b	simplify\:1.3b+7.8-3.2b
factor 5s^3-20s	factor\:5s^{3}-20s
29<= x-18	29\le\:x-18
simplificar sqrt(486)	simplify\:\sqrt{486}
7(7m+2)=51m	7(7m+2)=51m
-3x+2-5x-7=4x+2	-3x+2-5x-7=4x+2
5x^2-10x-20=0	5x^{2}-10x-20=0
simplificar-35/12+6	simplify\:-\frac{35}{12}+6
3(x+12)=15x-6(2x-1)	3(x+12)=15x-6(2x-1)
(x+4)/(x-4)<1	\frac{x+4}{x-4}<1
1/2 (0)^2	\frac{1}{2}(0)^{2}
factor 10x^2-17x+3	factor\:10x^{2}-17x+3
24x^2-15=54x	24x^{2}-15=54x
simplificar 1/2 e^2	simplify\:\frac{1}{2}e^{2}
x(x^2-4)>= 0	x(x^{2}-4)\ge\:0
factor 36m^6+12m^4+m^2	factor\:36m^{6}+12m^{4}+m^{2}
21.4=0+0+1/2 (9.8)x^2	21.4=0+0+\frac{1}{2}(9.8)x^{2}
5>= a/6+6	5\ge\:\frac{a}{6}+6
-(6x-8)-6x=104	-(6x-8)-6x=104
5<3x+8<= 17	5<3x+8\le\:17
p/2+17<18	\frac{p}{2}+17<18
simplificar 2-(-1)	simplify\:2-(-1)
factor x^5+x^3-6x	factor\:x^{5}+x^{3}-6x
simplificar \sqrt[3]{26}	simplify\:\sqrt[3]{26}
simplificar (14.87)/(0.1178-0.036)	simplify\:\frac{14.87}{0.1178-0.036}
factor (2+i)/i	factor\:\frac{2+i}{i}
simplificar 9-3	simplify\:9-3
\|x-4\|<4	\left\|x-4\right\|<4
7\|x-9\|+4=10	7\left\|x-9\right\|+4=10
factor-5p^3-5p^2+60p	factor\:-5p^{3}-5p^{2}+60p
simplificar-2^2	simplify\:-2^{2}
2<= x<= 3	2\le\:x\le\:3
\|6x-5\|<-2	\left\|6x-5\right\|<-2
simplificar i^{30}	simplify\:i^{30}
factor 4h^2-25g^2	factor\:4h^{2}-25g^{2}
(x+5)(x-4)=(x+5)	(x+5)(x-4)=(x+5)
7=4x-5	7=4x-5
9x^2+63x+90<= 0	9x^{2}+63x+90\le\:0
simplificar sqrt((1/(\sqrt{2)))^2+(1/(sqrt(2)))^2}	simplify\:\sqrt{(\frac{1}{\sqrt{2}})^{2}+(\frac{1}{\sqrt{2}})^{2}}
simplificar 7/(3-7i)	simplify\:\frac{7}{3-7i}
64x^2+16x+1=0	64x^{2}+16x+1=0
factor 2c^3+3c^2-2c-3	factor\:2c^{3}+3c^{2}-2c-3
x/9-9=1	\frac{x}{9}-9=1
\|x-5\|+\|x-2\|<= 7	\left\|x-5\right\|+\left\|x-2\right\|\le\:7
simplificar-8xy^3(16x^5y)	simplify\:-8xy^{3}(16x^{5}y)
-3x^2+16x+9=-2x	-3x^{2}+16x+9=-2x
simplificar 2sqrt(24)-sqrt(54)	simplify\:2\sqrt{24}-\sqrt{54}
factor 7x-21	factor\:7x-21
simplificar 2+(-6)	simplify\:2+(-6)
factor 4h^2-56	factor\:4h^{2}-56
6z+24=9z	6z+24=9z
simplificar (2/3)^{-4}m^{-5}n^{-2}	simplify\:(\frac{2}{3})^{-4}m^{-5}n^{-2}
factor 5x+xy+5y+y^2	factor\:5x+xy+5y+y^{2}
4<(15x-8)/(15)<7	4<\frac{15x-8}{15}<7
\|5x-15\|-4>= 21	\left\|5x-15\right\|-4\ge\:21
simplificar (18)/(-6)	simplify\:\frac{18}{-6}
xsqrt(3)=9	x\sqrt{3}=9
5x^2+19x+16>20	5x^{2}+19x+16>20
factor m^2-m-12	factor\:m^{2}-m-12
factor 3n^2-23n-400	factor\:3n^{2}-23n-400
-9x-35=10	-9x-35=10
simplificar (2^{n+1})/((2^n)^{n-1)}	simplify\:\frac{2^{n+1}}{(2^{n})^{n-1}}
simplificar (7b-14b^2)/(42b^2-21b)	simplify\:\frac{7b-14b^{2}}{42b^{2}-21b}
simplificar (-2.355110^4)1/(8.314)*1/285	simplify\:(-2.3551\cdot\:10^{4})\cdot\:\frac{1}{8.314}\cdot\:\frac{1}{285}
4x+1=0	4x+1=0
factor 4b^4-49b^2	factor\:4b^{4}-49b^{2}
simplificar 9/7*14	simplify\:\frac{9}{7}\cdot\:14
0.05x^2=1.73x-0.285x^2	0.05x^{2}=1.73x-0.285x^{2}
2(5x-8)^2+5=37	2(5x-8)^{2}+5=37
factor 125+27u^3	factor\:125+27u^{3}
factor 64x^2-48x+9	factor\:64x^{2}-48x+9
simplificar 0/2	simplify\:\frac{0}{2}
2x^2+12x-5=0	2x^{2}+12x-5=0
simplificar sqrt(130)	simplify\:\sqrt{130}
3x^2-7x-2=0	3x^{2}-7x-2=0
2x(x+3)+(3-x)^2=3x(x+1)	2x(x+3)+(3-x)^{2}=3x(x+1)
3x^2-9=-2x	3x^{2}-9=-2x
simplificar 9/(-5)+(-8)/7	simplify\:\frac{9}{-5}+\frac{-8}{7}
simplificar (\sqrt[4]{x})^{-1}	simplify\:(\sqrt[4]{x})^{-1}
simplificar 32^{6/5}	simplify\:32^{\frac{6}{5}}
simplificar-5/9*4	simplify\:-\frac{5}{9}\cdot\:4
1/(x+1)+1/x > 2/(x+2)	\frac{1}{x+1}+\frac{1}{x}>\frac{2}{x+2}
\|(2-x)/(4-x)\|<= 1	\left\|\frac{2-x}{4-x}\right\|\le\:1
100-x^2=0	100-x^{2}=0
simplificar (-t/3)^2	simplify\:(-\frac{t}{3})^{2}
3(x-3)=3x+4	3(x-3)=3x+4

1
..
239
240
241
242
243
..
3961