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Problemas populares

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Problemas populares de Álgebra

factorizar x^2+22x+40	factor\:x^{2}+22x+40
simplificar 7/8-5/6 (1/2)^2	simplify\:\frac{7}{8}-\frac{5}{6}(\frac{1}{2})^{2}
8=2x+16	8=2x+16
factorizar m^3+216n^3	factor\:m^{3}+216n^{3}
simplificar i^{2020}	simplify\:i^{2020}
2\|4z+9\|=14	2\left\|4z+9\right\|=14
factorizar 2u^3+3u^2-2u	factor\:2u^{3}+3u^{2}-2u
5x+5<= 3x+4	5x+5\le\:3x+4
(2(x+1))/3-(1-x)/5 =x+3/10	\frac{2(x+1)}{3}-\frac{1-x}{5}=x+\frac{3}{10}
8<= (3x+1)/2 <17	8\le\:\frac{3x+1}{2}<17
-2x^2-5x+42<= 0	-2x^{2}-5x+42\le\:0
-4(x+5)=-4x-20	-4(x+5)=-4x-20
x-4=17	x-4=17
factorizar 2t^2-7t+6	factor\:2t^{2}-7t+6
y^2=-64	y^{2}=-64
simplificar \sqrt[3]{112}	simplify\:\sqrt[3]{112}
simplificar 4sqrt(5)*4sqrt(5)	simplify\:4\sqrt{5}\cdot\:4\sqrt{5}
simplificar \sqrt[3]{125r^4s^9t^7}	simplify\:\sqrt[3]{125r^{4}s^{9}t^{7}}
x^2-16x+28=0	x^{2}-16x+28=0
(2x-3)^2+x^2+6=(3x+1)(3x-1)	(2x-3)^{2}+x^{2}+6=(3x+1)(3x-1)
factorizar 1+216x^9	factor\:1+216x^{9}
simplificar (1/10+1/10)^{-1}	simplify\:(\frac{1}{10}+\frac{1}{10})^{-1}
(3-5x)(1-2x)<= 0	(3-5x)(1-2x)\le\:0
x^3-3x+2>0	x^{3}-3x+2>0
\|x-3\|=1	\left\|x-3\right\|=1
a/3 >= 2	\frac{a}{3}\ge\:2
20x^2=245	20x^{2}=245
-10x+2=-3+8x	-10x+2=-3+8x
simplificar 4/(3a-6)+7/(5a-10)	simplify\:\frac{4}{3a-6}+\frac{7}{5a-10}
-10x=-25-x^2	-10x=-25-x^{2}
factorizar 2p^2+p	factor\:2p^{2}+p
simplificar ((1.1510^{-3}))/((8.9210^3))	simplify\:\frac{(1.15\cdot\:10^{-3})}{(8.92\cdot\:10^{3})}
factorizar 5x^2-15x+4x-12	factor\:5x^{2}-15x+4x-12
0.6x+0.85(x-0.8)=120	0.6x+0.85(x-0.8)=120
e/4 =2.5	\frac{e}{4}=2.5
log_{81}(1/3)=x	\log_{81}(\frac{1}{3})=x
4x^2-23x+15>0	4x^{2}-23x+15>0
5x+4=3x+8	5x+4=3x+8
factorizar 9y^2-2y-7	factor\:9y^{2}-2y-7
9k^2+24k+18=0	9k^{2}+24k+18=0
simplificar ((n+4)!)/(n!)	simplify\:\frac{(n+4)!}{n!}
log_{3}(3^{-2})=x	\log_{3}(3^{-2})=x
f=(-3)^2-5	f=(-3)^{2}-5
x^2+3x-28<= 0	x^{2}+3x-28\le\:0
-6x-21-5x+6-8+16x-x+3=0	-6x-21-5x+6-8+16x-x+3=0
h-(-2.22)=-7.851	h-(-2.22)=-7.851
simplificar-5/2-1/4	simplify\:-\frac{5}{2}-\frac{1}{4}
\|6x-1\|=19	\left\|6x-1\right\|=19
log_{3}(1)=y	\log_{3}(1)=y
simplificar (5(180))/4	simplify\:\frac{5(180)}{4}
5x^2-7x=-2	5x^{2}-7x=-2
3/4 (2x+5)=14	\frac{3}{4}(2x+5)=14
factorizar 3x^3+x^2+15x+5	factor\:3x^{3}+x^{2}+15x+5
7/4	\frac{7}{4}
simplificar ln(0.5)	simplify\:\ln(0.5)
factorizar 5x^2-20	factor\:5x^{2}-20
\|4x+1\|-3=6	\left\|4x+1\right\|-3=6
simplificar (sqrt(7)-sqrt(2))/(sqrt(7)+\sqrt{2)}	simplify\:\frac{\sqrt{7}-\sqrt{2}}{\sqrt{7}+\sqrt{2}}
simplificar 2^k-1+2^k	simplify\:2^{k}-1+2^{k}
10-15x+2=10x+5-11x	10-15x+2=10x+5-11x
factorizar x^4+9x^2+14	factor\:x^{4}+9x^{2}+14
4x-1<= 9	4x-1\le\:9
simplificar (32y^5z^3)/(8yz^7)	simplify\:\frac{32y^{5}z^{3}}{8yz^{7}}
simplificar (12!)/(9!3!)	simplify\:\frac{12!}{9!3!}
factorizar 8x^3+20x^2+14x+3	factor\:8x^{3}+20x^{2}+14x+3
(\sqrt[5]{15})/(sqrt(2))=\sqrt[10]{2^3}	\frac{\sqrt[5]{15}}{\sqrt{2}}=\sqrt[10]{2^{3}}
-9*7=8(y-6.6)	-9\cdot\:7=8(y-6.6)
(3(b^2+b)+(2b+1)*(-1)^0-1)/4 =1716	\frac{3(b^{2}+b)+(2b+1)\cdot\:(-1)^{0}-1}{4}=1716
-2(-7-7x)<-98	-2(-7-7x)<-98
\|2x-5\|=\|2x+5\|	\left\|2x-5\right\|=\left\|2x+5\right\|
simplificar log_{9}(81)	simplify\:\log_{9}(81)
simplificar 16*3	simplify\:16\cdot\:3
x^3+5x^2-25x-125>0	x^{3}+5x^{2}-25x-125>0
7x+8(x+1/4)=3(6x-9)-8	7x+8(x+\frac{1}{4})=3(6x-9)-8
x^2-64>-x^2+64	x^{2}-64>-x^{2}+64
112= 8/2 (2a+(8-1)3)	112=\frac{8}{2}(2a+(8-1)3)
simplificar (8x^{-6})^{1/3}	simplify\:(8x^{-6})^{\frac{1}{3}}
3-1/4 y=2	3-\frac{1}{4}y=2
p^2=2p	p^{2}=2p
18t-1.86t^2=0	18t-1.86t^{2}=0
-x^2-4x=0	-x^{2}-4x=0
3(x-3)<5x-4+3(7-x)	3(x-3)<5x-4+3(7-x)
144-x^2=0	144-x^{2}=0
factorizar c^3+64	factor\:c^{3}+64
simplificar (-4/5)^3	simplify\:(-\frac{4}{5})^{3}
\|3y+7\|-10=-5	\left\|3y+7\right\|-10=-5
(x^2+11x-4)/(5x+1)<= 2	\frac{x^{2}+11x-4}{5x+1}\le\:2
t^2=28-3t	t^{2}=28-3t
factorizar 7x^2-9x+2	factor\:7x^{2}-9x+2
(9x-1)^2=1	(9x-1)^{2}=1
(9x+59)+(6x+16)=180	(9x+59)+(6x+16)=180
simplificar (0.1sqrt(70))^2+sqrt(1.69)	simplify\:(0.1\sqrt{70})^{2}+\sqrt{1.69}
factorizar x^5+x^4-13x^3-13x^2+36x+36	factor\:x^{5}+x^{4}-13x^{3}-13x^{2}+36x+36
7(10-3w)=5(15-4w)	7(10-3w)=5(15-4w)
simplificar \sqrt[4]{8}*\sqrt[4]{8}	simplify\:\sqrt[4]{8}\cdot\:\sqrt[4]{8}
14^2-9^2=x^2	14^{2}-9^{2}=x^{2}
3x-6=4	3x-6=4
simplificar-2/5 (-8)	simplify\:-\frac{2}{5}(-8)
2y^2+10y=0	2y^{2}+10y=0
-2+2p<=-14	-2+2p\le\:-14

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