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2n-5=11	2n-5=11
4x^2-x+5=0	4x^{2}-x+5=0
\|(2x^2-6)/(2(x+1))-(4x)/(2x+2)\|<4x+1	\left\|\frac{2x^{2}-6}{2(x+1)}-\frac{4x}{2x+2}\right\|<4x+1
x(x+4)=45	x(x+4)=45
simplify (x^3)^{-3}(-2y^5)^4	simplify\:(x^{3})^{-3}(-2y^{5})^{4}
t^2+9t-4=-5	t^{2}+9t-4=-5
factor 4x^2-23x+15	factor\:4x^{2}-23x+15
simplify 2(-12/13)(-5/13)	simplify\:2(-\frac{12}{13})(-\frac{5}{13})
factor 36d^3+24	factor\:36d^{3}+24
6x^2=0	6x^{2}=0
simplify 7^3(1/7)^5	simplify\:7^{3}(\frac{1}{7})^{5}
\|a\|=7	\left\|a\right\|=7
2x^2=3x+35	2x^{2}=3x+35
-12x<=-94+45x	-12x\le\:-94+45x
log_{10}(x^2+6x+10)>= 0	\log_{10}(x^{2}+6x+10)\ge\:0
16x^2+2x-3=0	16x^{2}+2x-3=0
2.5(4k+2)=12k	2.5(4k+2)=12k
2-9\|p+7\|>-16	2-9\left\|p+7\right\|>-16
x/(-3)-20<-25	\frac{x}{-3}-20<-25
simplify ((k(k+1))/2)^2	simplify\:(\frac{k(k+1)}{2})^{2}
y^2-14y+49=-4	y^{2}-14y+49=-4
simplify-5+1	simplify\:-5+1
3x^2+24=18x	3x^{2}+24=18x
11-6(1-x)<= 6	11-6(1-x)\le\:6
16-4x^2>= 0	16-4x^{2}\ge\:0
simplify 8sqrt(50)	simplify\:8\sqrt{50}
factor 3pq-6p^2q^2	factor\:3pq-6p^{2}q^{2}
3m+12<24	3m+12<24
x^2>= 7	x^{2}\ge\:7
factor x^2+8x-xy-8y	factor\:x^{2}+8x-xy-8y
simplify 1/2 (5)(17.07)	simplify\:\frac{1}{2}(5)(17.07)
\|3x+9\|<5	\left\|3x+9\right\|<5
10z-2>= 4z-7	10z-2\ge\:4z-7
factor 150k^2-216	factor\:150k^{2}-216
(x^2+4x-21)/(x+3)>= 0	\frac{x^{2}+4x-21}{x+3}\ge\:0
simplify (8x^{24}y^{-12})^{5/3}	simplify\:(8x^{24}y^{-12})^{\frac{5}{3}}
\|x^2-6x\|=9	\left\|x^{2}-6x\right\|=9
\|4x-6\|<= 14	\left\|4x-6\right\|\le\:14
4x-12>6	4x-12>6
-0.2(x+4)-0.1x=-2.6	-0.2(x+4)-0.1x=-2.6
simplify 1/(2^5)	simplify\:\frac{1}{2^{5}}
simplify (16r^3t^{-5})/(4r^{-1)t^2}	simplify\:\frac{16r^{3}t^{-5}}{4r^{-1}t^{2}}
6x+2x^2=0	6x+2x^{2}=0
simplify (30)/(2pi)	simplify\:\frac{30}{2π}
simplify 1-7/8	simplify\:1-\frac{7}{8}
factor 4n^4-16n^2+15	factor\:4n^{4}-16n^{2}+15
28+5t=(5+t)^2	28+5t=(5+t)^{2}
2x^2=-8x-7	2x^{2}=-8x-7
(x-2)^2=0	(x-2)^{2}=0
simplify (1+(sqrt(3))/3)/(1-(sqrt(3))/3)	simplify\:\frac{1+\frac{\sqrt{3}}{3}}{1-\frac{\sqrt{3}}{3}}
factor 2sqrt(3)-4	factor\:2\sqrt{3}-4
15x-26=23x-10	15x-26=23x-10
simplify-7/4+1	simplify\:-\frac{7}{4}+1
simplify 7/3-2/3	simplify\:\frac{7}{3}-\frac{2}{3}
3x^2+4x-4=0	3x^{2}+4x-4=0
10p^2-10p+5=0	10p^{2}-10p+5=0
factor 4a^2+9b^2-12ab	factor\:4a^{2}+9b^{2}-12ab
2+3x<5x+8	2+3x<5x+8
x^2=49	x^{2}=49
r^2+16=0	r^{2}+16=0
-2n-n+10<= 12+10	-2n-n+10\le\:12+10
simplify ((x+h))/((x+h)+1)	simplify\:\frac{(x+h)}{(x+h)+1}
2x^2=27+3x	2x^{2}=27+3x
-11-8k>23-(7-4k)	-11-8k>23-(7-4k)
simplify sqrt(576)	simplify\:\sqrt{576}
factor 2x^2+10xy+4x^3	factor\:2x^{2}+10xy+4x^{3}
x/(-2)=-16	\frac{x}{-2}=-16
simplify (1.1)/(0.07-0.2)(1-((1.2)/(1.07))^4)	simplify\:\frac{1.1}{0.07-0.2}(1-(\frac{1.2}{1.07})^{4})
2+3y=6	2+3y=6
simplify (1/3)^3	simplify\:(\frac{1}{3})^{3}
s^2-13s+12=0	s^{2}-13s+12=0
10-10x=1-9x	10-10x=1-9x
1/3 k+1/4 k=1	\frac{1}{3}k+\frac{1}{4}k=1
9r^2-5=607	9r^{2}-5=607
2x^2-1=13x	2x^{2}-1=13x
((X-3))/2-((3X+5))/3 =((6X))/5	\frac{(X-3)}{2}-\frac{(3X+5)}{3}=\frac{(6X)}{5}
-3(v+2)=2(v+6)+7	-3(v+2)=2(v+6)+7
(x-8)^2+(x-1)^2=x	(x-8)^{2}+(x-1)^{2}=x
2x^3-9x^2+4x+15>= 0	2x^{3}-9x^{2}+4x+15\ge\:0
y^2+14y=-3	y^{2}+14y=-3
log_{e}(50)=x-2	\log_{e}(50)=x-2
-4x+4<16	-4x+4<16
factor 5t(6t+4)^{-1/2}+6(6t+4)^{1/2}	factor\:5t(6t+4)^{-\frac{1}{2}}+6(6t+4)^{\frac{1}{2}}
1/4 x<(-3/2 x+6)+x	\frac{1}{4}x<(-\frac{3}{2}x+6)+x
4x^2-8x+4=1	4x^{2}-8x+4=1
(4x+3)^2=36	(4x+3)^{2}=36
(y-3)(y+2)=0	(y-3)(y+2)=0
factor-4x^2+16x+84	factor\:-4x^{2}+16x+84
2(x+6)=17	2(x+6)=17
v+4<6	v+4<6
simplify-1+3/(-1)	simplify\:-1+\frac{3}{-1}
factor 8m^3n^4+32mn^2	factor\:8m^{3}n^{4}+32mn^{2}
2(8m+3)-15m-4=9m+6-2(m-1)-7m	2(8m+3)-15m-4=9m+6-2(m-1)-7m
-138>=-6(6b-7)	-138\ge\:-6(6b-7)
1=(3x)/4+7/4	1=\frac{3x}{4}+\frac{7}{4}
factor 3x^2-25x+42	factor\:3x^{2}-25x+42
7x=2x^2	7x=2x^{2}
8n^2+4=12n	8n^{2}+4=12n
factor x^3-2x-56	factor\:x^{3}-2x-56
simplify 1/(2-sqrt(3))*1/(2+sqrt(3))	simplify\:\frac{1}{2-\sqrt{3}}\cdot\:\frac{1}{2+\sqrt{3}}

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