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Problemas populares

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Problemas populares Álgebra

f>0\land f<1	f>0\land\:f<1
\|-2x-4\|+x<5	\left\|-2x-4\right\|+x<5
factor 5(m^2+9m)	factor\:5(m^{2}+9m)
-4b+9<=-7	-4b+9\le\:-7
f=e^1	f=e^{1}
simplificar (16)^{1/4}	simplify\:(16)^{\frac{1}{4}}
factor 2j^2+17j+8	factor\:2j^{2}+17j+8
simplificar 50^{3/2}	simplify\:50^{\frac{3}{2}}
simplificar sqrt(x^3)	simplify\:\sqrt{x^{3}}
6x+8=9x-4	6x+8=9x-4
simplificar (x^{-3})/(x^{-9)}	simplify\:\frac{x^{-3}}{x^{-9}}
6x^2+40x+50=0	6x^{2}+40x+50=0
factor 7x^4+51x^2+14	factor\:7x^{4}+51x^{2}+14
-4(x+2)=-40	-4(x+2)=-40
2x-1=1	2x-1=1
8x^2+14x=15	8x^{2}+14x=15
simplificar (a^{1/2})^3	simplify\:(a^{\frac{1}{2}})^{3}
v^2=81	v^{2}=81
\|(x+1)/2 \|>4	\left\|\frac{x+1}{2}\right\|>4
factor 45x^2-210x+245	factor\:45x^{2}-210x+245
\|2x+4\|<= 12	\left\|2x+4\right\|\le\:12
-108<= 18r	-108\le\:18r
simplificar 64^{3/2}	simplify\:64^{\frac{3}{2}}
9-\|2x+6\|<= 5	9-\left\|2x+6\right\|\le\:5
simplificar-8+9	simplify\:-8+9
simplificar log_{10}(1000)	simplify\:\log_{10}(1000)
simplificar (x^7)/(x^4)*x^2	simplify\:\frac{x^{7}}{x^{4}}\cdot\:x^{2}
factor 4p^2-4p-3	factor\:4p^{2}-4p-3
simplificar ((40y)/(5xy))^2	simplify\:(\frac{40y}{5xy})^{2}
5(x-1)+10<5\lor-4(x-3)<5	5(x-1)+10<5\lor\:-4(x-3)<5
simplificar (-16)^{1/4}	simplify\:(-16)^{\frac{1}{4}}
factor a(a-7)-b(a-7)	factor\:a(a-7)-b(a-7)
-20=2(x-9)	-20=2(x-9)
factor (x-4)^{7/2}-16(x-4)^{3/2}	factor\:(x-4)^{\frac{7}{2}}-16(x-4)^{\frac{3}{2}}
\|-3x+2\|=x+6	\left\|-3x+2\right\|=x+6
89x^2+38x-45=0	89x^{2}+38x-45=0
simplificar 1+2	simplify\:1+2
7x-7=2x-1	7x-7=2x-1
5(2+x)-x=10+4(x+1)	5(2+x)-x=10+4(x+1)
2n^2+5n+3=0	2n^{2}+5n+3=0
simplificar log_{5}(1/1000)	simplify\:\log_{5}(\frac{1}{1000})
3x+8=5x-3x	3x+8=5x-3x
17-2a<= 29	17-2a\le\:29
(2x)/5 =(3x)/4-14	\frac{2x}{5}=\frac{3x}{4}-14
simplificar (7i)/(8+i)	simplify\:\frac{7i}{8+i}
simplificar (12)/(sqrt(7)+2)	simplify\:\frac{12}{\sqrt{7}+2}
7x-4<= 11x+12	7x-4\le\:11x+12
simplificar 256^{3/4}	simplify\:256^{\frac{3}{4}}
simplificar (2y)^3	simplify\:(2y)^{3}
\|4x-1\|=2	\left\|4x-1\right\|=2
2+\|1-x/2 \|>= 5	2+\left\|1-\frac{x}{2}\right\|\ge\:5
\|m+7\|=12	\left\|m+7\right\|=12
-3x^2=150	-3x^{2}=150
factor x^3-8x^2+x+42	factor\:x^{3}-8x^{2}+x+42
\|x-3\|=\|3x+5\|	\left\|x-3\right\|=\left\|3x+5\right\|
2x^2=2x+3	2x^{2}=2x+3
2-(z-2)^2=z^2	2-(z-2)^{2}=z^{2}
v^2+7v+6=0	v^{2}+7v+6=0
a^2-10a-24=0	a^{2}-10a-24=0
factor 3de+6df+12dg	factor\:3de+6df+12dg
simplificar ((4n)^2)/(-4n^{-5)}	simplify\:\frac{(4n)^{2}}{-4n^{-5}}
y+2=0	y+2=0
simplificar 1/3 × 3	simplify\:\frac{1}{3}\times\:3
-2x^2+x>= 1	-2x^{2}+x\ge\:1
4x^2-3=-4x	4x^{2}-3=-4x
simplificar (81x^{24}y^{-20})^{1/4}	simplify\:(81x^{24}y^{-20})^{\frac{1}{4}}
factor a^2-3a-4	factor\:a^{2}-3a-4
x^2-8x-105=-10	x^{2}-8x-105=-10
\|(3x+5)/3 \|=9	\left\|\frac{3x+5}{3}\right\|=9
simplificar (n^2-n-12)/(n^2-4n)	simplify\:\frac{n^{2}-n-12}{n^{2}-4n}
\|7x-5\|+3>= 9	\left\|7x-5\right\|+3\ge\:9
x^2(x+2)(x-3)>0	x^{2}(x+2)(x-3)>0
v= 80/5	v=\frac{80}{5}
factor x^3+5x^2+4x	factor\:x^{3}+5x^{2}+4x
combinar 2pi-pi/2	join\:2π-\frac{π}{2}
-3x+4=-2x+15	-3x+4=-2x+15
x^2-x+1>0	x^{2}-x+1>0
factor x^4-14x^3+71x^2-154x+120	factor\:x^{4}-14x^{3}+71x^{2}-154x+120
simplificar 4096^{1/4}	simplify\:4096^{\frac{1}{4}}
simplificar sqrt(-108)-sqrt(-3)	simplify\:\sqrt{-108}-\sqrt{-3}
simplificar sqrt(a)sqrt(b)	simplify\:\sqrt{a}\sqrt{b}
2-5(x+5)=3(x-2)-1	2-5(x+5)=3(x-2)-1
5x^2=x-2	5x^{2}=x-2
simplificar (12i)/(3-3i)	simplify\:\frac{12i}{3-3i}
2(5x+8)=6x+20	2(5x+8)=6x+20
simplificar ((2+3i))/((3+4i))	simplify\:\frac{(2+3i)}{(3+4i)}
simplificar (p^{-8})/(7^{-2)q^{-9}}	simplify\:\frac{p^{-8}}{7^{-2}q^{-9}}
5x^2+x-6=0	5x^{2}+x-6=0
simplificar (-2)/3	simplify\:\frac{-2}{3}
x^2(x-1)<= 0	x^{2}(x-1)\le\:0
simplificar sqrt(0.5^2+0.5^2)	simplify\:\sqrt{0.5^{2}+0.5^{2}}
2/3 \|x+5\|-5/3 =-1	\frac{2}{3}\left\|x+5\right\|-\frac{5}{3}=-1
1/((93+4)(93+10))<10^{-4}	\frac{1}{(93+4)(93+10)}<10^{-4}
factor u^3-u^2v+uv^2-v^3	factor\:u^{3}-u^{2}v+uv^{2}-v^{3}
5x^2-20x=0	5x^{2}-20x=0
2x^2-5=-55	2x^{2}-5=-55
factor 3x^2+3x-36	factor\:3x^{2}+3x-36
k/4-2=1	\frac{k}{4}-2=1
1/2 x+7-1/4 x= 19/2	\frac{1}{2}x+7-\frac{1}{4}x=\frac{19}{2}
x^2-3x+2<= 0	x^{2}-3x+2\le\:0

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