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Problemas populares

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Problemas populares Álgebra

simplificar sqrt(4/49)	simplify\:\sqrt{\frac{4}{49}}
3> n/2	3>\frac{n}{2}
122=-2(7x-5)	122=-2(7x-5)
factor 125x^3-1	factor\:125x^{3}-1
-4x+15<= 35	-4x+15\le\:35
simplificar (2-1)/(1+i)	simplify\:\frac{2-1}{1+i}
(x+4)^3-(x-3)^3=343	(x+4)^{3}-(x-3)^{3}=343
factor u^2+8u+7	factor\:u^{2}+8u+7
3(x+1)+11<-2(x+13)	3(x+1)+11<-2(x+13)
21z^2+85z-26=0	21z^{2}+85z-26=0
4y-(-2y-3)=9	4y-(-2y-3)=9
0=16t^2+40t-280	0=16t^{2}+40t-280
factor x^2z^2+36y^2-4y^2z^2-9x^2	factor\:x^{2}z^{2}+36y^{2}-4y^{2}z^{2}-9x^{2}
-4(u+2)+2=2(u+6)	-4(u+2)+2=2(u+6)
x^2-11x+5=-6x+5	x^{2}-11x+5=-6x+5
4x^2+28x+49=0	4x^{2}+28x+49=0
5+x>= 12	5+x\ge\:12
41=12d-7	41=12d-7
-18<-2p<= 12	-18<-2p\le\:12
5x-2=-x-20	5x-2=-x-20
3x^2+5x=3	3x^{2}+5x=3
3x=2x+2	3x=2x+2
simplificar (26)/(1+5i)	simplify\:\frac{26}{1+5i}
1/4 x-1/5 (x-1)=5x	\frac{1}{4}x-\frac{1}{5}(x-1)=5x
4x^2-2=0	4x^{2}-2=0
factor 4x^2-8x-45	factor\:4x^{2}-8x-45
4x-7=5-2x	4x-7=5-2x
x/5 =6	\frac{x}{5}=6
simplificar (1/t)^2	simplify\:(\frac{1}{t})^{2}
\|x^2+2x-36\|=12	\left\|x^{2}+2x-36\right\|=12
simplificar (2m^{-4})/((2m^{-4))^3}	simplify\:\frac{2m^{-4}}{(2m^{-4})^{3}}
4p+4>= 12	4p+4\ge\:12
a^2-9a+20=0	a^{2}-9a+20=0
-3y^2+5y-6=0	-3y^{2}+5y-6=0
4x-3=2x+7	4x-3=2x+7
2x^2+5x-4=-1	2x^{2}+5x-4=-1
factor-7w^2+30w-8	factor\:-7w^{2}+30w-8
simplificar \sqrt[4]{1/4}\sqrt[4]{1/64}	simplify\:\sqrt[4]{\frac{1}{4}}\sqrt[4]{\frac{1}{64}}
3b^2-27b=0	3b^{2}-27b=0
simplificar x^4x^2	simplify\:x^{4}x^{2}
simplificar e^{i(pi/4)}	simplify\:e^{i(\frac{π}{4})}
x^2-6x+73=0	x^{2}-6x+73=0
3x^2+6x=0	3x^{2}+6x=0
\|k-10\|+10=2	\left\|k-10\right\|+10=2
2x+3=14	2x+3=14
x^2-x+3=0	x^{2}-x+3=0
x^2-1=15	x^{2}-1=15
(6(13-8))/(2+5^2-12)	\frac{6(13-8)}{2+5^{2}-12}
factor 6x^2-27x	factor\:6x^{2}-27x
simplificar (16!)/((16-5)!5!)0.5^50.5^{16-5}	simplify\:\frac{16!}{(16-5)!5!}0.5^{5}0.5^{16-5}
factor 9x^2-4	factor\:9x^{2}-4
12=12+(v-8)/2	12=12+\frac{v-8}{2}
(3x-32)/5 =-4	\frac{3x-32}{5}=-4
2y+9=8y+21	2y+9=8y+21
1.5x^2-15.06x+0.6=0	1.5x^{2}-15.06x+0.6=0
simplificar (8x^{-2/3})x^{1/6}	simplify\:(8x^{-\frac{2}{3}})x^{\frac{1}{6}}
x^2+16x-17=0	x^{2}+16x-17=0
3x<= 15	3x\le\:15
xsqrt(2)=4	x\sqrt{2}=4
112= 8/2 [2a+(8-1)3]	112=\frac{8}{2}[2a+(8-1)3]
factor 70x^5+100x	factor\:70x^{5}+100x
simplificar (6/(z^4))^3	simplify\:(\frac{6}{z^{4}})^{3}
factor 4z^2-24z-18m+3mz	factor\:4z^{2}-24z-18m+3mz
factor x^2-2x-2	factor\:x^{2}-2x-2
(a-10)/3 =-4	\frac{a-10}{3}=-4
x^2+4x-73=x-3	x^{2}+4x-73=x-3
-19x-19=-19x-19	-19x-19=-19x-19
g-6>= 2	g-6\ge\:2
factor 18x^2-50	factor\:18x^{2}-50
factor 3ax+8b-6bx-4a	factor\:3ax+8b-6bx-4a
3(x+2)+2x=7(x-1)+9	3(x+2)+2x=7(x-1)+9
7x-11-4x=6	7x-11-4x=6
factor 27+8x^3	factor\:27+8x^{3}
factor k^3+7k^2-44k	factor\:k^{3}+7k^{2}-44k
simplificar (6^{10})/(6^4)	simplify\:\frac{6^{10}}{6^{4}}
simplificar (375/343)^{1/3}	simplify\:(\frac{375}{343})^{\frac{1}{3}}
factor 25x^2-30xy+9y^2	factor\:25x^{2}-30xy+9y^{2}
(x+3)(x-1)=5	(x+3)(x-1)=5
simplificar (1+(2i)/n)^2	simplify\:(1+\frac{2i}{n})^{2}
simplificar \sqrt[3]{10}	simplify\:\sqrt[3]{10}
\|4x+3\|=3-x	\left\|4x+3\right\|=3-x
5(6x+1)-18x=3(4x-2)	5(6x+1)-18x=3(4x-2)
factor (4j-2)^2-(2+4j)^2	factor\:(4j-2)^{2}-(2+4j)^{2}
factor k^2+k-2	factor\:k^{2}+k-2
simplificar 3^2*3^4	simplify\:3^{2}\cdot\:3^{4}
x^2+6x=12	x^{2}+6x=12
3x+11<= 6x+8	3x+11\le\:6x+8
factor 125-27x^3	factor\:125-27x^{3}
simplificar 1/4-3	simplify\:\frac{1}{4}-3
14= 1/3 (8x+6)	14=\frac{1}{3}(8x+6)
5/(6X)=-15	\frac{5}{6X}=-15
-5x>= 30	-5x\ge\:30
5x+12=0	5x+12=0
simplificar (s^5t^3)/(s^7t^2)	simplify\:\frac{s^{5}t^{3}}{s^{7}t^{2}}
simplificar 1/8*3/2	simplify\:\frac{1}{8}\cdot\:\frac{3}{2}
12x^2+48x=0	12x^{2}+48x=0
6y^2-y-1=0	6y^{2}-y-1=0
x/6+4=12	\frac{x}{6}+4=12
15x-2=4x-13	15x-2=4x-13
2x-13>-15	2x-13>-15

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