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Problemas populares Álgebra
(m-2)/3 <-2
\frac{m-2}{3}<-2
simplificar ((8y)/(z^{-5)})^2
simplify\:(\frac{8y}{z^{-5}})^{2}
3w-5>2w+w-7
3w-5>2w+w-7
simplificar 0.01^3
simplify\:0.01^{3}
9x^4-x=40
9x^{4}-x=40
simplificar ((-2xy)^3(3ab^2)^2(-ax^2y^3))/((-3ab^2)^2(2xy^2)^3)
simplify\:\frac{(-2xy)^{3}(3ab^{2})^{2}(-ax^{2}y^{3})}{(-3ab^{2})^{2}(2xy^{2})^{3}}
(3k-1)^2=-8
(3k-1)^{2}=-8
4r^2+20r+25=0
4r^{2}+20r+25=0
simplificar 2/5*20
simplify\:\frac{2}{5}\cdot\:20
factor x^3-9x^2+108
factor\:x^{3}-9x^{2}+108
20x^2-7x-6=0
20x^{2}-7x-6=0
factor 4x^8-61x^4+225
factor\:4x^{8}-61x^{4}+225
|x-1|<-4
\left|x-1\right|<-4
34x-3<= 3\lor 25(x+10)>= 0
34x-3\le\:3\lor\:25(x+10)\ge\:0
(2y-1)/5-(y+3)/7 =0
\frac{2y-1}{5}-\frac{y+3}{7}=0
0.45m-9=0.9m
0.45m-9=0.9m
factor 2x^2-19x+35
factor\:2x^{2}-19x+35
9x+2=8x^2+6x
9x+2=8x^{2}+6x
2x-3>5\land 3x-1>11
2x-3>5\land\:3x-1>11
factor 7x^4-343y^4
factor\:7x^{4}-343y^{4}
simplificar-4/7*2
simplify\:-\frac{4}{7}\cdot\:2
simplificar (4x^{1/2})^2
simplify\:(4x^{\frac{1}{2}})^{2}
simplificar (b^2-ab)/(a-b)
simplify\:\frac{b^{2}-ab}{a-b}
4-|3x+6|=1
4-\left|3x+6\right|=1
5x^2+500=0
5x^{2}+500=0
x+7=27
x+7=27
factor X^4-X^3+X^2-X
factor\:X^{4}-X^{3}+X^{2}-X
u^2=81
u^{2}=81
x^2-16x=-60
x^{2}-16x=-60
factor 4b^2-12b+9
factor\:4b^{2}-12b+9
factor 8x-2y
factor\:8x-2y
x^2-16x=23
x^{2}-16x=23
simplificar-35/2 (1/100)+35/2
simplify\:-\frac{35}{2}(\frac{1}{100})+\frac{35}{2}
factor x^2-30x+200
factor\:x^{2}-30x+200
x<=-6\land x>-4
x\le\:-6\land\:x>-4
3x+18+5x-11=2x+31
3x+18+5x-11=2x+31
simplificar \sqrt[3]{0}
simplify\:\sqrt[3]{0}
simplificar (-i)^4
simplify\:(-i)^{4}
2x^2-6=26
2x^{2}-6=26
3=(2x+21)/5
3=\frac{2x+21}{5}
x^2-2x=-1
x^{2}-2x=-1
(x-2)/(3x+5)<= 4
\frac{x-2}{3x+5}\le\:4
-5x^2+20x=0
-5x^{2}+20x=0
factor x^2-2xy-35y^2
factor\:x^{2}-2xy-35y^{2}
2/3 (6h-9)=6
\frac{2}{3}(6h-9)=6
simplificar (x^2)(x^{1/2})
simplify\:(x^{2})(x^{\frac{1}{2}})
simplificar (4^{-2})/(4^{-7)}
simplify\:\frac{4^{-2}}{4^{-7}}
simplificar \sqrt[3]{y^5}
simplify\:\sqrt[3]{y^{5}}
simplificar 1/2 (log_{6}(45)-log_{6}(5))+log_{6}(12)
simplify\:\frac{1}{2}(\log_{6}(45)-\log_{6}(5))+\log_{6}(12)
factor-infinity+infinity
factor\:-\infty\:+\infty
simplificar (-1)/i
simplify\:\frac{-1}{i}
9x^2+9x-10=0
9x^{2}+9x-10=0
factor u^2-4
factor\:u^{2}-4
-4m-2.7>4.1
-4m-2.7>4.1
(2x)/3+5<= (5x)/2-1
\frac{2x}{3}+5\le\:\frac{5x}{2}-1
simplificar 1/(5-sqrt(3))
simplify\:\frac{1}{5-\sqrt{3}}
x+5>= 8
x+5\ge\:8
combinar (2pi)/3-2pi
join\:\frac{2π}{3}-2π
8x^2+26x+15=0
8x^{2}+26x+15=0
2.4=((v+20)/2)*59
2.4=(\frac{v+20}{2})\cdot\:59
factor 108-3x^2
factor\:108-3x^{2}
2x+54=8x
2x+54=8x
factor 2x+x-1
factor\:2x+x-1
factor 360t+10t^3-120t^2
factor\:360t+10t^{3}-120t^{2}
simplificar 19*5
simplify\:19\cdot\:5
simplificar 1/(2sqrt(49))
simplify\:\frac{1}{2\sqrt{49}}
9w-2w+8=4w+38
9w-2w+8=4w+38
simplificar 4/5-3/4
simplify\:\frac{4}{5}-\frac{3}{4}
6x^2+19x=36
6x^{2}+19x=36
2x+48=10x
2x+48=10x
3^2+x^2=11^2
3^{2}+x^{2}=11^{2}
factor 4x^2-2x-42
factor\:4x^{2}-2x-42
35^2+12^2=c^2
35^{2}+12^{2}=c^{2}
simplificar ln(1/5)
simplify\:\ln(\frac{1}{5})
3|5y-1|-5=4
3\left|5y-1\right|-5=4
simplificar (18)/(21m+6)
simplify\:\frac{18}{21m+6}
simplificar 1/9*1/9
simplify\:\frac{1}{9}\cdot\:\frac{1}{9}
2/3 <= 5x-8<= 7
\frac{2}{3}\le\:5x-8\le\:7
simplificar-4b+8c+12-8b-2c+6
simplify\:-4b+8c+12-8b-2c+6
a+4=14
a+4=14
factor 16v^2-24v+9
factor\:16v^{2}-24v+9
simplificar 1-1/7
simplify\:1-\frac{1}{7}
16x^2>= 9x
16x^{2}\ge\:9x
simplificar 7^2*7^3
simplify\:7^{2}\cdot\:7^{3}
(4-3x)^2-64=0
(4-3x)^{2}-64=0
x-x^3>= 0
x-x^{3}\ge\:0
5z+2=2z+5
5z+2=2z+5
simplificar (xy)^{-1}(x^{-1}+y^{-1})^{-1}
simplify\:(xy)^{-1}(x^{-1}+y^{-1})^{-1}
9/5 (10)+32
\frac{9}{5}(10)+32
f=(2^{5/2})/(2^{4/3)}
f=\frac{2^{\frac{5}{2}}}{2^{\frac{4}{3}}}
simplificar (9sqrt(x))^2
simplify\:(9\sqrt{x})^{2}
3k+23<7k-41
3k+23<7k-41
factor 36x^3+12x^2+x
factor\:36x^{3}+12x^{2}+x
simplificar x^{-2}*x^{-2}
simplify\:x^{-2}\cdot\:x^{-2}
simplificar (x^{1/2})^3
simplify\:(x^{\frac{1}{2}})^{3}
+9-4-17+12
+9-4-17+12
4-2(x-5)=x-19
4-2(x-5)=x-19
factor 9p^2-44p-5
factor\:9p^{2}-44p-5
simplificar 3/8+1/6
simplify\:\frac{3}{8}+\frac{1}{6}
|x-32|< 1/2
\left|x-32\right|<\frac{1}{2}
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