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x^2+11x-15=0	x^{2}+11x-15=0
-2>= n/3	-2\ge\:\frac{n}{3}
\|x+4\|=7	\left\|x+4\right\|=7
simplify (-2-5i)/(3i)	simplify\:\frac{-2-5i}{3i}
6-4x<= 7	6-4x\le\:7
33=18-3x^2	33=18-3x^{2}
4x+11=-2x-49	4x+11=-2x-49
simplify ((2a^2)/(3b))^3	simplify\:(\frac{2a^{2}}{3b})^{3}
14000=-0.1x^2+90x	14000=-0.1x^{2}+90x
62>= 100	62\ge\:100
simplify 7*9	simplify\:7\cdot\:9
ln(x-2)<0	\ln(x-2)<0
d=sqrt((1-0)^2+(1-0)^2)	d=\sqrt{(1-0)^{2}+(1-0)^{2}}
simplify 1/10-1/5	simplify\:\frac{1}{10}-\frac{1}{5}
(3x-6)/8 =-3x+6	\frac{3x-6}{8}=-3x+6
3t^2-3=0	3t^{2}-3=0
x^2+5x-3=0	x^{2}+5x-3=0
\|4x-2\|=\|2x-4\|	\left\|4x-2\right\|=\left\|2x-4\right\|
log_{1/2}(1)=x	\log_{\frac{1}{2}}(1)=x
1.75(288)+2.25y=812.25	1.75(288)+2.25y=812.25
4(x+1)=8	4(x+1)=8
simplify 3sqrt(27)	simplify\:3\sqrt{27}
simplify (-2+2i)(5+5i)	simplify\:(-2+2i)(5+5i)
(3+1/4)-(2+1/6)	(3+\frac{1}{4})-(2+\frac{1}{6})
-8<3x+1<7	-8<3x+1<7
simplify (b^{2/3})/(b^{1/7)}	simplify\:\frac{b^{\frac{2}{3}}}{b^{\frac{1}{7}}}
simplify (45pi)/(180)	simplify\:\frac{45π}{180}
simplify 1-1/10	simplify\:1-\frac{1}{10}
log_{0.3}((x-3)/(1-x))<0	\log_{0.3}(\frac{x-3}{1-x})<0
12-7x=3x+7	12-7x=3x+7
\|(4c)/5+6\|-6=-5	\left\|\frac{4c}{5}+6\right\|-6=-5
x(x-1)(x+7)>0	x(x-1)(x+7)>0
c(c-6)=27	c(c-6)=27
6x+2=2	6x+2=2
x^2-4x=5	x^{2}-4x=5
join (2pi)/3+4pi	join\:\frac{2π}{3}+4π
factor-27x-30x^4	factor\:-27x-30x^{4}
simplify (x^{-4})^5	simplify\:(x^{-4})^{5}
simplify 5/6+(-3)/(10)	simplify\:\frac{5}{6}+\frac{-3}{10}
\|2x+2\|<-4	\left\|2x+2\right\|<-4
simplify-1/9 (450)^2+100(450)	simplify\:-\frac{1}{9}(450)^{2}+100(450)
2(2x-4)+3x=-1	2(2x-4)+3x=-1
184=5y-y	184=5y-y
simplify-(3)^2	simplify\:-(3)^{2}
factor ac+bc+9a+9b	factor\:ac+bc+9a+9b
factor 4n^2-12n+9	factor\:4n^{2}-12n+9
y>-4+6	y>-4+6
x(7x-4)=11	x(7x-4)=11
6x^2-7x+2>= 0	6x^{2}-7x+2\ge\:0
simplify (a^2+b^2)/(a^3+b^3)-1/(a+b)	simplify\:\frac{a^{2}+b^{2}}{a^{3}+b^{3}}-\frac{1}{a+b}
simplify (5sqrt(2)-6sqrt(3))/(4sqrt(2)-3\sqrt{3)}	simplify\:\frac{5\sqrt{2}-6\sqrt{3}}{4\sqrt{2}-3\sqrt{3}}
simplify \sqrt[5]{2}*sqrt(2)	simplify\:\sqrt[5]{2}\cdot\:\sqrt{2}
n^2-2n+1=0	n^{2}-2n+1=0
simplify (1/a+1/b)/(1/a-1/b)	simplify\:\frac{\frac{1}{a}+\frac{1}{b}}{\frac{1}{a}-\frac{1}{b}}
8x-6=2[x+3(x-1)]	8x-6=2[x+3(x-1)]
2/7 x+4=5	\frac{2}{7}x+4=5
\|6-4x\|>= 16	\left\|6-4x\right\|\ge\:16
factor y^2-3y-18	factor\:y^{2}-3y-18
1/2 0.1*t^2+0=1000	\frac{1}{2}0.1\cdot\:t^{2}+0=1000
849(5/1023)x=6.45	849\cdot\:(\frac{5}{1023})\cdot\:x=6.45
simplify 8^8	simplify\:8^{8}
factor 6x^4+7x^3+2x^2	factor\:6x^{4}+7x^{3}+2x^{2}
simplify (-6)/((-8/9))	simplify\:\frac{-6}{(-\frac{8}{9})}
simplify 3log_{2}(2)	simplify\:3\log_{2}(2)
15=9-1/2 x	15=9-\frac{1}{2}x
simplify (4a^3+16ab-4a^2)/(2a^2b)	simplify\:\frac{4a^{3}+16ab-4a^{2}}{2a^{2}b}
4x>-16\lor 6x<=-48	4x>-16\lor\:6x\le\:-48
5x^2+40x+80=0	5x^{2}+40x+80=0
\|2x-5/3 \|=7	\left\|2x-\frac{5}{3}\right\|=7
simplify-(ln(4/5))/(ln(\frac{1.05){1.035})}	simplify\:-\frac{\ln(\frac{4}{5})}{\ln(\frac{1.05}{1.035})}
simplify \sqrt[4]{11}*\sqrt[4]{10}	simplify\:\sqrt[4]{11}\cdot\:\sqrt[4]{10}
(w^2)/2-w= 3/4	\frac{w^{2}}{2}-w=\frac{3}{4}
b^2-8b-20=0	b^{2}-8b-20=0
4x^2=64	4x^{2}=64
factor 8y(2y+7)^4-2y^3(2y+7)^9	factor\:8y(2y+7)^{4}-2y^{3}(2y+7)^{9}
factor 21y^2+11y-2	factor\:21y^{2}+11y-2
factor 3n^2+15n-72	factor\:3n^{2}+15n-72
factor c^2-4c-12	factor\:c^{2}-4c-12
3\|-8x\|+8=80	3\left\|-8x\right\|+8=80
a/6-10= a/3	\frac{a}{6}-10=\frac{a}{3}
22+n=-12	22+n=-12
r^2-10r+24=0	r^{2}-10r+24=0
simplify i/((i-1)(i-2)(i-3))	simplify\:\frac{i}{(i-1)(i-2)(i-3)}
3*(4-x)>= 18x+5	3\cdot\:(4-x)\ge\:18x+5
64p^2=9	64p^{2}=9
factor 2x^2-5x-375	factor\:2x^{2}-5x-375
simplify 4i*(-7+i)	simplify\:4i\cdot\:(-7+i)
0.574(x/(5280))^2=0.007	0.574(\frac{x}{5280})^{2}=0.007
x/7 =0	\frac{x}{7}=0
x^2-4x+4=49	x^{2}-4x+4=49
x-3>ln(x)	x-3>\ln(x)
4(x+6)<=-12+2x	4(x+6)\le\:-12+2x
(x+2)^2>0	(x+2)^{2}>0
\|2x-15\|>= 5	\left\|2x-15\right\|\ge\:5
y^2+y-6=0	y^{2}+y-6=0
factor 25a^2-256	factor\:25a^{2}-256
factor 20x^2-17x-10	factor\:20x^{2}-17x-10
simplify (7^6)^2	simplify\:(7^{6})^{2}
factor (4y^2+9y-1)-(2y^2+10)	factor\:(4y^{2}+9y-1)-(2y^{2}+10)
3x+8=0	3x+8=0

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