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-X-1=-5	-X-1=-5
simplify (8+6i)-(5+4i)-(-3-7i)	simplify\:(8+6i)-(5+4i)-(-3-7i)
simplify (9/20 d^5)(2d^{-2})(4/3 d^9)	simplify\:(\frac{9}{20}d^{5})(2d^{-2})(\frac{4}{3}d^{9})
factor 8-125x^3	factor\:8-125x^{3}
7x^2=175	7x^{2}=175
d^2+20d+11=200	d^{2}+20d+11=200
n^2+8n+15=0	n^{2}+8n+15=0
(x+3)/4 <(2x-4)/3	\frac{x+3}{4}<\frac{2x-4}{3}
simplify log_{2}(-3)	simplify\:\log_{2}(-3)
simplify \sqrt[6]{x}*\sqrt[4]{y^3}	simplify\:\sqrt[6]{x}\cdot\:\sqrt[4]{y^{3}}
simplify (1/40)((2pi)/1)(60)	simplify\:(\frac{1}{40})(\frac{2π}{1})(60)
x^2+8x-240=0	x^{2}+8x-240=0
simplify 1/(2sqrt(1))	simplify\:\frac{1}{2\sqrt{1}}
x-3/5 = 2/3	x-\frac{3}{5}=\frac{2}{3}
factor 8u^2(u+1)+2u(u+1)-3(u+1)	factor\:8u^{2}(u+1)+2u(u+1)-3(u+1)
simplify 9^{-3}	simplify\:9^{-3}
5(2x-1)+3(x-2)=10*(x+1)	5\cdot\:(2x-1)+3\cdot\:(x-2)=10\cdot\:(x+1)
5(2x+1)=50	5(2x+1)=50
4x^2-7x+3=0	4x^{2}-7x+3=0
simplify \sqrt[3]{250}+\sqrt[3]{54}+sqrt(72)	simplify\:\sqrt[3]{250}+\sqrt[3]{54}+\sqrt{72}
simplify 10^{-6}	simplify\:10^{-6}
-4.905x^2+10x+20=0	-4.905x^{2}+10x+20=0
factor 3ax-ay-3bx+by	factor\:3ax-ay-3bx+by
simplify 7/4-2/5	simplify\:\frac{7}{4}-\frac{2}{5}
-7<3x-8<7	-7<3x-8<7
15=(5k)/(18)	15=\frac{5k}{18}
factor 5x^2y+35xy^2+50y^3	factor\:5x^{2}y+35xy^{2}+50y^{3}
simplify e^{-ln(2)}	simplify\:e^{-\ln(2)}
-3+2y>=-5	-3+2y\ge\:-5
(m^2+3)/4 >21	\frac{m^{2}+3}{4}>21
factor 18x^4+12x^2y+2y^2	factor\:18x^{4}+12x^{2}y+2y^{2}
3x^2+2x-7=2x+5	3x^{2}+2x-7=2x+5
x^2+(x+2)^2=10^2	x^{2}+(x+2)^{2}=10^{2}
3x-2=x+6	3x-2=x+6
x/(12)+1=6	\frac{x}{12}+1=6
0=23+22x-x^2	0=23+22x-x^{2}
factor 18x^2+69x+60	factor\:18x^{2}+69x+60
\|x+24\|=5x	\left\|x+24\right\|=5x
simplify sqrt(-48)	simplify\:\sqrt{-48}
(x^2)/4-3=6	\frac{x^{2}}{4}-3=6
simplify (5+9i)^2	simplify\:(5+9i)^{2}
4*x=16	4\cdot\:x=16
simplify (3-i)(2+3i)	simplify\:(3-i)(2+3i)
-6<=-2x+6<12	-6\le\:-2x+6<12
simplify (12!)/(2!2!2!*6!)	simplify\:\frac{12!}{2!\cdot\:2!\cdot\:2!\cdot\:6!}
simplify log_{2}(625)	simplify\:\log_{2}(625)
factor 1-27k^3	factor\:1-27k^{3}
4c+5<4c+3	4c+5<4c+3
r^2-2r-4=0	r^{2}-2r-4=0
1/3 x-5+171=x	\frac{1}{3}x-5+171=x
x^2-6x-9=-6x	x^{2}-6x-9=-6x
(x+2)/3 =(2x-4)/2	\frac{x+2}{3}=\frac{2x-4}{2}
simplify (32)^{4/5}	simplify\:(32)^{\frac{4}{5}}
simplify \sqrt[4]{567x^9y^{11}}	simplify\:\sqrt[4]{567x^{9}y^{11}}
x^2<x+12	x^{2}<x+12
\|x-1\|-\|x-3\|>= 5	\left\|x-1\right\|-\left\|x-3\right\|\ge\:5
0=0.2(180)+9	0=0.2(180)+9
7g<-7	7g<-7
3+9k>111	3+9k>111
119-0.162810=28*x	119-0.16\cdot\:28\cdot\:10=28\cdot\:x
5(2+3x)+1>= 101	5(2+3x)+1\ge\:101
4+2p=10(3/5 p-2)	4+2p=10(\frac{3}{5}p-2)
6/7 >-2x-8/7	\frac{6}{7}>-2x-\frac{8}{7}
(21)/(x+7)<= 3	\frac{21}{x+7}\le\:3
simplify sqrt(36x^9y^{25)}	simplify\:\sqrt{36x^{9}y^{25}}
2x^2-5x-12<0	2x^{2}-5x-12<0
x/(-3)+6>-9	\frac{x}{-3}+6>-9
8m+7=8m+5	8m+7=8m+5
x^2+3x<5-x	x^{2}+3x<5-x
4/5 = x/(12)	\frac{4}{5}=\frac{x}{12}
simplify a^{1/1}	simplify\:a^{\frac{1}{1}}
(-1)/(x-1)>-1	\frac{-1}{x-1}>-1
-x/2 =4	-\frac{x}{2}=4
simplify sqrt(729)	simplify\:\sqrt{729}
-7n+8n=7	-7n+8n=7
simplify sqrt(3^8)	simplify\:\sqrt{3^{8}}
2x-11=x+9	2x-11=x+9
factor 16m^2-56mn+49n^2	factor\:16m^{2}-56mn+49n^{2}
x(8+2)+3=2(5+x)+5(x+1)-6	x(8+2)+3=2(5+x)+5(x+1)-6
8n^2-10=10n	8n^{2}-10=10n
x^2-14x+46=0	x^{2}-14x+46=0
-2x^2-x+2=0	-2x^{2}-x+2=0
e^1=m	e^{1}=m
x^2+2x-35<0	x^{2}+2x-35<0
simplify (x^{1/4})^2	simplify\:(x^{\frac{1}{4}})^{2}
simplify sqrt(8^2+8^2)	simplify\:\sqrt{8^{2}+8^{2}}
-8s+1=33	-8s+1=33
\|3x-2\|<\|x+2\|	\left\|3x-2\right\|<\left\|x+2\right\|
1/3 z^2-4=-11/3	\frac{1}{3}z^{2}-4=-\frac{11}{3}
simplify (a^2-6a+9)/(a-3)	simplify\:\frac{a^{2}-6a+9}{a-3}
simplify 1/3-1/7	simplify\:\frac{1}{3}-\frac{1}{7}
-p^2-7p+70=10	-p^{2}-7p+70=10
(3x-10)^2-6=1	(3x-10)^{2}-6=1
2x+2=x+1	2x+2=x+1
-16t^2+5t+5=0	-16t^{2}+5t+5=0
-1/3 h>= 8	-\frac{1}{3}h\ge\:8
simplify 16(-1)/2	simplify\:16\frac{-1}{2}
factor 21m^5n-7m^4n^2+7m^3n^3-7m^2n	factor\:21m^{5}n-7m^{4}n^{2}+7m^{3}n^{3}-7m^{2}n
2-7y<= 16y-13	2-7y\le\:16y-13
\|4x+2\|+3>21	\left\|4x+2\right\|+3>21

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