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\|x-1/2 \|= 11/3	\left\|x-\frac{1}{2}\right\|=\frac{11}{3}
factor 6x^2+21x+9	factor\:6x^{2}+21x+9
simplify i^2+i^2	simplify\:i^{2}+i^{2}
-(4-x)=(2-5x)-6	-(4-x)=(2-5x)-6
factor x^3+9x^2+5x+45	factor\:x^{3}+9x^{2}+5x+45
simplify (2\sqrt[5]{x})^3	simplify\:(2\sqrt[5]{x})^{3}
factor 3x^2+18x+12	factor\:3x^{2}+18x+12
simplify sqrt(425)	simplify\:\sqrt{425}
16= 1/2 (7x+8)	16=\frac{1}{2}(7x+8)
3x+2(x-5)<= 10-5(x-2)	3x+2(x-5)\le\:10-5(x-2)
factor 10x^8+29x^4+10	factor\:10x^{8}+29x^{4}+10
simplify-8/9-1	simplify\:-\frac{8}{9}-1
\|9-7u\|<14	\left\|9-7u\right\|<14
c^2-16c+64=50	c^{2}-16c+64=50
4m=12	4m=12
simplify-2(-3x)(-2y+1)-(-y)(4-5x)	simplify\:-2(-3x)(-2y+1)-(-y)(4-5x)
-n-24=5-n	-n-24=5-n
factor 49-42b+9b^2	factor\:49-42b+9b^{2}
7x=x+30	7x=x+30
-x^2+4x-5=0	-x^{2}+4x-5=0
factor 3x^3-6x^2-4x+8	factor\:3x^{3}-6x^{2}-4x+8
factor 36x^2-4y^2	factor\:36x^{2}-4y^{2}
3x^2=375	3x^{2}=375
simplify (-(w^3)/6)^{-2}	simplify\:(-\frac{w^{3}}{6})^{-2}
-2\|6x\|+9<1	-2\left\|6x\right\|+9<1
factor 3x^2-33x+54	factor\:3x^{2}-33x+54
3(x+5)^2=54	3(x+5)^{2}=54
factor m^2-4mn-32n^2	factor\:m^{2}-4mn-32n^{2}
factor 12x^3+8x^2y-20xy^2	factor\:12x^{3}+8x^{2}y-20xy^{2}
factor 8s^8t^4+20s^4t^3	factor\:8s^{8}t^{4}+20s^{4}t^{3}
factor x^2-c^2	factor\:x^{2}-c^{2}
x+11=3	x+11=3
factor 2a^4+4a^5-6a^8	factor\:2a^{4}+4a^{5}-6a^{8}
simplify (4n+24)/(n^2-2n-48)	simplify\:\frac{4n+24}{n^{2}-2n-48}
factor y^4(y+2)^3+y^5(y+2)^4	factor\:y^{4}(y+2)^{3}+y^{5}(y+2)^{4}
simplify 2/5*5/2	simplify\:\frac{2}{5}\cdot\:\frac{5}{2}
-12x<36	-12x<36
6x-5>-29	6x-5>-29
factor 18y^3x^2-3xy^4	factor\:18y^{3}x^{2}-3xy^{4}
factor 4y^2-11y-3	factor\:4y^{2}-11y-3
simplify 3(-1/2)^2	simplify\:3(-\frac{1}{2})^{2}
factor 16-49x^4y^6	factor\:16-49x^{4}y^{6}
(x^2)/(36)=2.89*10^{-3}	\frac{x^{2}}{36}=2.89\cdot\:10^{-3}
factor 49x^2-1	factor\:49x^{2}-1
x^2-24x+128=0	x^{2}-24x+128=0
x^2-18x+5=0	x^{2}-18x+5=0
simplify 2^{4/3}	simplify\:2^{\frac{4}{3}}
simplify 4/(sqrt(65))	simplify\:\frac{4}{\sqrt{65}}
factor 6b^2-b-35	factor\:6b^{2}-b-35
(8x^3+22x^2+7x-10)/(2x^2+9x+9)>= 0	\frac{8x^{3}+22x^{2}+7x-10}{2x^{2}+9x+9}\ge\:0
7y-9=24-4y	7y-9=24-4y
-12x^2-25x-12=0	-12x^{2}-25x-12=0
7.0795t=57.34t-16.1t^2	7.0795t=57.34t-16.1t^{2}
x/2 >= 9/(x+1)+8	\frac{x}{2}\ge\:\frac{9}{x+1}+8
3x+4<= 6-x	3x+4\le\:6-x
-3x>12	-3x>12
2x^2+5x<x^2+1	2x^{2}+5x<x^{2}+1
simplify 1^{3/5}	simplify\:1^{\frac{3}{5}}
3x^2+3=7x	3x^{2}+3=7x
simplify 40(pi/(180))	simplify\:40(\frac{π}{180})
(-6x+78)/5 =4x	\frac{-6x+78}{5}=4x
factor 4m^2+18m-10	factor\:4m^{2}+18m-10
x/(-3)=2	\frac{x}{-3}=2
14x+2>-26	14x+2>-26
0>x	0>x
8-2(-3)=6(-3)-16	8-2(-3)=6(-3)-16
simplify 2sqrt(25)	simplify\:2\sqrt{25}
simplify 7i(4-i)	simplify\:7i(4-i)
9-2y<= y+6	9-2y\le\:y+6
-2/9 d=4	-\frac{2}{9}d=4
12x-3=9x+27	12x-3=9x+27
p-1/6 = 2/3	p-\frac{1}{6}=\frac{2}{3}
(10+8*5)/((9-4)^2)	\frac{10+8\cdot\:5}{(9-4)^{2}}
(5u+5)/6+(5u+10)/9+2=7	\frac{5u+5}{6}+\frac{5u+10}{9}+2=7
simplify-6+1	simplify\:-6+1
factor (w+4)^3-(w+4)^2(w+1)	factor\:(w+4)^{3}-(w+4)^{2}(w+1)
T=2pisqrt(2/32)	T=2π\sqrt{\frac{2}{32}}
-x^2-10x+11<-2x^2-2x-1	-x^{2}-10x+11<-2x^{2}-2x-1
simplify sqrt(a)*sqrt(b)	simplify\:\sqrt{a}\cdot\:\sqrt{b}
simplify 64^{(-1)/2}	simplify\:64^{\frac{-1}{2}}
factor 4(a+b)^2+7(a+b)-2	factor\:4(a+b)^{2}+7(a+b)-2
factor a^4-a^2-42	factor\:a^{4}-a^{2}-42
-200<50x-50<200	-200<50x-50<200
14x=6	14x=6
120(2x-2)=240	120(2x-2)=240
-19x-18=-19x+18	-19x-18=-19x+18
simplify 1/2+1/2-3/8	simplify\:\frac{1}{2}+\frac{1}{2}-\frac{3}{8}
15=3+36t-16t^2	15=3+36t-16t^{2}
x^2+6=8	x^{2}+6=8
2c-4>-6	2c-4>-6
simplify (2/3)2	simplify\:(\frac{2}{3})2
(x+1)(x-4)<= 0	(x+1)(x-4)\le\:0
2-(-2)^2	2-(-2)^{2}
simplify (6^{-3})/(6^{-5)}	simplify\:\frac{6^{-3}}{6^{-5}}
5x+17+15=45	5x+17+15=45
16>-15+k	16>-15+k
18=-172*(83+273.15)(x)	18=-172\cdot\:(83+273.15)(x)
simplify (7-sqrt(2))(7+sqrt(2))	simplify\:(7-\sqrt{2})(7+\sqrt{2})
2(u-1)+8=6(2u-4)	2(u-1)+8=6(2u-4)
4<5	4<5

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