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Popular Algebra Problems
4x^2+x-4=0
4x^{2}+x-4=0
longmult 1.2*5
longmult\:1.2\cdot\:5
simplify 9/2-2
simplify\:\frac{9}{2}-2
6x+7<12x-10
6x+7<12x-10
8x+16=6x
8x+16=6x
x^2+1>0
x^{2}+1>0
factor m^2+m-2
factor\:m^{2}+m-2
simplify (9a^2bc^4)/(15ab^3c^5)
simplify\:\frac{9a^{2}bc^{4}}{15ab^{3}c^{5}}
simplify (2+2i)-(14+16i)
simplify\:(2+2i)-(14+16i)
factor x^2-3x+9
factor\:x^{2}-3x+9
y+33=72
y+33=72
6x-3x^2=-12
6x-3x^{2}=-12
simplify (3pi)/4+pi/4
simplify\:\frac{3π}{4}+\frac{π}{4}
4.603y-1.842=-3.651y
4.603y-1.842=-3.651y
factor b^2-7b+10
factor\:b^{2}-7b+10
simplify (-4-2i)^3
simplify\:(-4-2i)^{3}
0.99<= e^{-n}
0.99\le\:e^{-n}
simplify (12x^4y^2)/(8x^4y^7)
simplify\:\frac{12x^{4}y^{2}}{8x^{4}y^{7}}
factor 9y^3+y^2+9y+1
factor\:9y^{3}+y^{2}+9y+1
v^2-7v-8=0
v^{2}-7v-8=0
2x-3<= 4-7x
2x-3\le\:4-7x
101=69e^{-0.191(5)}
101=69e^{-0.191(5)}
(x-2)^2=-3
(x-2)^{2}=-3
factor v^2+4v-21
factor\:v^{2}+4v-21
2x^2-x=6
2x^{2}-x=6
4x^2+9=0
4x^{2}+9=0
x^3>x^2
x^{3}>x^{2}
1/4 (m+8)> 1/2
\frac{1}{4}(m+8)>\frac{1}{2}
factor 3x^3-12xy+x^2y-4y^2
factor\:3x^{3}-12xy+x^{2}y-4y^{2}
factor 3y^2+20y-7
factor\:3y^{2}+20y-7
factor-3w^2+19w+14
factor\:-3w^{2}+19w+14
5^7+5^6
5^{7}+5^{6}
simplify (e/(10))^3
simplify\:(\frac{e}{10})^{3}
|(2x)/7-5|>= 7
\left|\frac{2x}{7}-5\right|\ge\:7
simplify 1-16/25
simplify\:1-\frac{16}{25}
simplify (c^2+6c+9)/(c^3+27)*(c^2-3c+9)/(3c+9)
simplify\:\frac{c^{2}+6c+9}{c^{3}+27}\cdot\:\frac{c^{2}-3c+9}{3c+9}
x^4+2x^3-4x^2-8x>= 0
x^{4}+2x^{3}-4x^{2}-8x\ge\:0
|-x+2|-13>17
\left|-x+2\right|-13>17
simplify (31)/(\frac{25){12/25}}
simplify\:\frac{31}{\frac{25}{\frac{12}{25}}}
w+w+(2w-2)+(2w-2)=11
w+w+(2w-2)+(2w-2)=11
simplify 3^8
simplify\:3^{8}
simplify \sqrt[3]{9}*\sqrt[3]{-81}
simplify\:\sqrt[3]{9}\cdot\:\sqrt[3]{-81}
simplify sqrt(505)
simplify\:\sqrt{505}
6x^2+17x+12=0
6x^{2}+17x+12=0
factor 2x+2y+ax+ay
factor\:2x+2y+ax+ay
factor 9x^2-4y^2
factor\:9x^{2}-4y^{2}
factor 5y^5+21y^6-6y^7
factor\:5y^{5}+21y^{6}-6y^{7}
7= 8/5 (3x+5)
7=\frac{8}{5}(3x+5)
2(3u-8)=38
2(3u-8)=38
-2x+4<= 4x-14
-2x+4\le\:4x-14
simplify (32pi)/3*9/4
simplify\:\frac{32π}{3}\cdot\:\frac{9}{4}
9x=-81
9x=-81
(2(r-3))/4-8=50
\frac{2(r-3)}{4}-8=50
factor 2x^2-19x+24
factor\:2x^{2}-19x+24
3a^2-12a+12=0
3a^{2}-12a+12=0
-10+k<-9+2k<4+k
-10+k<-9+2k<4+k
-6(3k+5)=5k+39
-6(3k+5)=5k+39
|2x+1|>= 5
\left|2x+1\right|\ge\:5
simplify (1/2)^{2/3}
simplify\:(\frac{1}{2})^{\frac{2}{3}}
13x<-3\lor 2x>0
13x<-3\lor\:2x>0
simplify 1/3+1/4+1/5+1/6
simplify\:\frac{1}{3}+\frac{1}{4}+\frac{1}{5}+\frac{1}{6}
longdivision 1/(0.9968)
longdivision\:\frac{1}{0.9968}
x^2-x+10=0
x^{2}-x+10=0
k+6>19
k+6>19
-6x+18<= 12
-6x+18\le\:12
simplify 1/(1+e^{-0.805)}
simplify\:\frac{1}{1+e^{-0.805}}
factor 8x^2-23x-3
factor\:8x^{2}-23x-3
simplify-1/4-3/4
simplify\:-\frac{1}{4}-\frac{3}{4}
3x(x+2)=5
3x(x+2)=5
simplify 2/3*6
simplify\:\frac{2}{3}\cdot\:6
3x^2-16x-4=0
3x^{2}-16x-4=0
factor 12x^2-60x+44
factor\:12x^{2}-60x+44
3x+5=3(x+5)
3x+5=3(x+5)
simplify 2(-n-3)-7(5+2n)
simplify\:2(-n-3)-7(5+2n)
factor s^4+s^3-s^2-s
factor\:s^{4}+s^{3}-s^{2}-s
t^2=11t-18
t^{2}=11t-18
(5x-27)/(-3)=-6
\frac{5x-27}{-3}=-6
x^2-41x+420=0
x^{2}-41x+420=0
factor x^4-25x^2+4x^3-100x+3x^2-75
factor\:x^{4}-25x^{2}+4x^{3}-100x+3x^{2}-75
(3x-5)^2=21
(3x-5)^{2}=21
(2x-1)/3-(5x-6)/6 =-2
\frac{2x-1}{3}-\frac{5x-6}{6}=-2
simplify-1/2+1/3
simplify\:-\frac{1}{2}+\frac{1}{3}
(|x-1|)/(|x+1|)<1
\frac{\left|x-1\right|}{\left|x+1\right|}<1
factor 14x^2+13x-12
factor\:14x^{2}+13x-12
simplify (5x^4y^2)/(25x^3y^5)
simplify\:\frac{5x^{4}y^{2}}{25x^{3}y^{5}}
-7<x<5
-7<x<5
x^2-2x-1=4
x^{2}-2x-1=4
x^2-7+12=0
x^{2}-7+12=0
factor 1+8t^3
factor\:1+8t^{3}
simplify (x^{5/6})(x^{1/3})
simplify\:(x^{\frac{5}{6}})(x^{\frac{1}{3}})
2(-1)+1
2(-1)+1
simplify (1/(x^2-4x-5))^{1/2}
simplify\:(\frac{1}{x^{2}-4x-5})^{\frac{1}{2}}
4x^2+x-18=0
4x^{2}+x-18=0
0.4(ue^{-4})^2=0.2((ue^{-4}-u)/4)
0.4(ue^{-4})^{2}=0.2(\frac{ue^{-4}-u}{4})
factor x(b-4)+z(b-4)
factor\:x(b-4)+z(b-4)
simplify (52!)/(5!(52-5)!)
simplify\:\frac{52!}{5!(52-5)!}
simplify 4/3*pi*3^3
simplify\:\frac{4}{3}\cdot\:π\cdot\:3^{3}
simplify 3/a+7/b
simplify\:\frac{3}{a}+\frac{7}{b}
7x^2-14x-13=8
7x^{2}-14x-13=8
(x^2+x)/(x^2-1)>0
\frac{x^{2}+x}{x^{2}-1}>0
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