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3x^2-3x=11	3x^{2}-3x=11
-x<3	-x<3
73/18 = 2/3 n	\frac{73}{18}=\frac{2}{3}n
simplify (x^3)/(y^2)	simplify\:\frac{x^{3}}{y^{2}}
\|6f\|=-2	\left\|6f\right\|=-2
12320+x+x/2+x/3 =43120	12320+x+\frac{x}{2}+\frac{x}{3}=43120
2x+8=440	2x+8=440
(3x-4)/2 = 9/4	\frac{3x-4}{2}=\frac{9}{4}
simplify \sqrt[4]{a^2b^{14}}	simplify\:\sqrt[4]{a^{2}b^{14}}
((h-4))/(29)=2	\frac{(h-4)}{29}=2
simplify (6+8i)/(1+i)	simplify\:\frac{6+8i}{1+i}
5-x^2<8	5-x^{2}<8
factor 4y^2+8y-5	factor\:4y^{2}+8y-5
factor 3x^3-2x^2-9x+6	factor\:3x^{3}-2x^{2}-9x+6
simplify 45*5	simplify\:45\cdot\:5
2x^2+12x=-18	2x^{2}+12x=-18
3x+0=6	3x+0=6
-5x-7<-3x+9<=-5x+5	-5x-7<-3x+9\le\:-5x+5
simplify \sqrt[4]{2592}	simplify\:\sqrt[4]{2592}
b/2 <7	\frac{b}{2}<7
12x=-36	12x=-36
x^2-14x+48=0	x^{2}-14x+48=0
simplify a^8a^{-4}	simplify\:a^{8}a^{-4}
8x+11=8x+8	8x+11=8x+8
\|6x+2\|-15<-1	\left\|6x+2\right\|-15<-1
-[-2y+6(2y-7)]=10(1-y)-16(4y+6)	-[-2y+6(2y-7)]=10(1-y)-16(4y+6)
simplify (2n!)/(2^nn!)	simplify\:\frac{2n!}{2^{n}n!}
3x^2-4x-8=0	3x^{2}-4x-8=0
8(2y+5)=9y+12	8(2y+5)=9y+12
simplify ln((xy)/z)	simplify\:\ln(\frac{xy}{z})
x^2-x-3=0	x^{2}-x-3=0
factor ((x^3+y^3))/(x-y)	factor\:\frac{(x^{3}+y^{3})}{x-y}
factor 15m^3+12m^2-375m-300	factor\:15m^{3}+12m^{2}-375m-300
5y^2+4y-3=0	5y^{2}+4y-3=0
factor 28x^2+12x	factor\:28x^{2}+12x
log_{4}(64)=x	\log_{4}(64)=x
-2x-5=2-4x-(x-1)	-2x-5=2-4x-(x-1)
simplify sqrt(10/12)	simplify\:\sqrt{\frac{10}{12}}
simplify (19^7*19^{-5})/(19^4)	simplify\:\frac{19^{7}\cdot\:19^{-5}}{19^{4}}
factor 12x^2+6x-6	factor\:12x^{2}+6x-6
simplify x/(y/y)	simplify\:\frac{x}{\frac{y}{y}}
x^2-2x-5>3	x^{2}-2x-5>3
7(5x+9)=12-(x+9)	7(5x+9)=12-(x+9)
simplify (36x^{-4}y^2z^0)/(5x^2y^{-3)z^{-2}}	simplify\:\frac{36x^{-4}y^{2}z^{0}}{5x^{2}y^{-3}z^{-2}}
-0.8*ln\|1-x\|=8	-0.8\cdot\:\ln\left\|1-x\right\|=8
7\|2x-1\|=21	7\left\|2x-1\right\|=21
(5y-6)/2 =y-(2-y)/3	\frac{5y-6}{2}=y-\frac{2-y}{3}
5(x+3)<= 0	5(x+3)\le\:0
25-x^2<0	25-x^{2}<0
5x^2-5x-10=0	5x^{2}-5x-10=0
simplify (-3)^1	simplify\:(-3)^{1}
(2x+1)(x-3)<9+(x+1)(x-4)	(2x+1)(x-3)<9+(x+1)(x-4)
3/2 q<= 9/2 q-18	\frac{3}{2}q\le\:\frac{9}{2}q-18
x^2+3x+6>-2x+2	x^{2}+3x+6>-2x+2
3(x-6)-8x=-2+5(2x+1)	3(x-6)-8x=-2+5(2x+1)
simplify 14+8	simplify\:14+8
simplify 1-(-12/13)^2	simplify\:1-(-\frac{12}{13})^{2}
2c+9(2+9c)=423+2c	2c+9(2+9c)=423+2c
simplify 25+9	simplify\:25+9
\|5-2x\|>9	\left\|5-2x\right\|>9
factor 4a^2-12ab	factor\:4a^{2}-12ab
3x-2=2x-3	3x-2=2x-3
\|y-7\|=\|7-y\|	\left\|y-7\right\|=\left\|7-y\right\|
5x^2-40=0	5x^{2}-40=0
1/2 \|x+5\|>= 2	\frac{1}{2}\left\|x+5\right\|\ge\:2
\|3x+4\|+1=7	\left\|3x+4\right\|+1=7
simplify 2/(-10i)	simplify\:\frac{2}{-10i}
x-4/3 =5	x-\frac{4}{3}=5
simplify 7/(3/5)	simplify\:\frac{7}{\frac{3}{5}}
63-x=2x+3	63-x=2x+3
simplify (1-2)/(2-1)	simplify\:\frac{1-2}{2-1}
\|-3x+6\|=9	\left\|-3x+6\right\|=9
7x-16=3x+12	7x-16=3x+12
r^2+0.2r+0.01=0	r^{2}+0.2r+0.01=0
0.7= 3/4 y^2-41/4 y+139/4	0.7=\frac{3}{4}y^{2}-\frac{41}{4}y+\frac{139}{4}
x^4-2x^2>= 8	x^{4}-2x^{2}\ge\:8
simplify (-5n^4+8)+(5n^4+8n^3+3n^2)	simplify\:(-5n^{4}+8)+(5n^{4}+8n^{3}+3n^{2})
3/x <4	\frac{3}{x}<4
simplify 4^{11}	simplify\:4^{11}
factor (x+y)^2-x-y	factor\:(x+y)^{2}-x-y
14p-8=22+20p	14p-8=22+20p
X^2=4+1000.1(X+2)	X^{2}=4+100\cdot\:0.1\cdot\:(X+2)
simplify sqrt(y^3)	simplify\:\sqrt{y^{3}}
y^2-49=0	y^{2}-49=0
3n-8=32-n	3n-8=32-n
simplify 2x^2*x^2	simplify\:2x^{2}\cdot\:x^{2}
\|6x+3\|+9=17	\left\|6x+3\right\|+9=17
simplify 4(1/2)	simplify\:4(\frac{1}{2})
simplify 1/4+5	simplify\:\frac{1}{4}+5
30-2\|18-3(x-2)\|>= 0	30-2\left\|18-3(x-2)\right\|\ge\:0
3x-14>18	3x-14>18
\|12-4x\|-5=15	\left\|12-4x\right\|-5=15
-\|3q+4\|+3=-5	-\left\|3q+4\right\|+3=-5
factor 7x^2+18x-9	factor\:7x^{2}+18x-9
simplify (x-8i)(x+8i)	simplify\:(x-8i)(x+8i)
simplify (16/21)/(4/21)	simplify\:\frac{\frac{16}{21}}{\frac{4}{21}}
x^2-6x+9=100	x^{2}-6x+9=100
simplify log_{3}(1/243)	simplify\:\log_{3}(\frac{1}{243})
-4.9x^2+18.45x+1=0	-4.9x^{2}+18.45x+1=0
480r^2-9r+240=0	480r^{2}-9r+240=0

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