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b^2+9b+7<= 10000	b^{2}+9b+7\le\:10000
3c+1>= 10	3c+1\ge\:10
2(0)+3	2(0)+3
simplify i^{69}	simplify\:i^{69}
x^2+x+12=0	x^{2}+x+12=0
simplify (8+3i)/(-6-6i)	simplify\:\frac{8+3i}{-6-6i}
(z+3)^2=-11	(z+3)^{2}=-11
4\|y+2\|>= 20	4\left\|y+2\right\|\ge\:20
12<5+7n<19	12<5+7n<19
3(2x-9)=21	3(2x-9)=21
25=x^2	25=x^{2}
-2x+10<12	-2x+10<12
5^2+9^2	5^{2}+9^{2}
simplify 3/4 × 1/2-2/5-1/5	simplify\:\frac{3}{4}\times\:\frac{1}{2}-\frac{2}{5}-\frac{1}{5}
x+\sqrt[3]{-512}+\sqrt[4]{81}=15	x+\sqrt[3]{-512}+\sqrt[4]{81}=15
simplify sqrt(6)^5	simplify\:\sqrt{6}^{5}
-2x<3	-2x<3
6=12b	6=12b
3x^2-7x+5=0	3x^{2}-7x+5=0
3/x >-5	\frac{3}{x}>-5
simplify (2^5)/(2^2)	simplify\:\frac{2^{5}}{2^{2}}
x+5<x-3< 1/2 x+1	x+5<x-3<\frac{1}{2}x+1
\|(x+1)(x+3)\|< x/2+2	\left\|(x+1)(x+3)\right\|<\frac{x}{2}+2
-2y>40	-2y>40
factor 3n^2+8n-3	factor\:3n^{2}+8n-3
simplify (98d)^{1/2}	simplify\:(98d)^{\frac{1}{2}}
simplify sqrt(x^{2/5)}	simplify\:\sqrt{x^{\frac{2}{5}}}
simplify \sqrt[3]{343/64}	simplify\:\sqrt[3]{\frac{343}{64}}
factor 4y^2+16y	factor\:4y^{2}+16y
-2x^2+1=0	-2x^{2}+1=0
(3x-1)/9+x=(3x+1)/3+4	\frac{3x-1}{9}+x=\frac{3x+1}{3}+4
simplify log_{2}(M)+log_{2}(N)+3	simplify\:\log_{2}(M)+\log_{2}(N)+3
factor 4(3a-b)^2+20(3a-b)+24	factor\:4(3a-b)^{2}+20(3a-b)+24
b/6+5=13	\frac{b}{6}+5=13
(x-1)/6-(x-3)/2 =-1	\frac{x-1}{6}-\frac{x-3}{2}=-1
simplify 7/4-1.76	simplify\:\frac{7}{4}-1.76
simplify (5!)/(2!(3!))	simplify\:\frac{5!}{2!(3!)}
-5x=-18	-5x=-18
3[6-(h+2)]-6=4(-h+7)	3[6-(h+2)]-6=4(-h+7)
4x-1<-5	4x-1<-5
factor (7z-3)(z+6)-(7z-3)(z-5)	factor\:(7z-3)(z+6)-(7z-3)(z-5)
simplify 6e^0	simplify\:6e^{0}
factor 7x^2-6x-1	factor\:7x^{2}-6x-1
simplify i/(-2-8i)	simplify\:\frac{i}{-2-8i}
simplify 1/2-6	simplify\:\frac{1}{2}-6
10+7x=45	10+7x=45
6x^2-15x=0	6x^{2}-15x=0
w(w-10)+40=0	w(w-10)+40=0
x/2-x/3 =2	\frac{x}{2}-\frac{x}{3}=2
12/7 x+3x=-24+3/7	\frac{12}{7}x+3x=-24+\frac{3}{7}
-2x^2+11x-5=0	-2x^{2}+11x-5=0
x^2-x-20>0	x^{2}-x-20>0
longdivision 12/8	longdivision\:\frac{12}{8}
4+4(2x+1)=-4(x+4)-2x	4+4(2x+1)=-4(x+4)-2x
1/2 x-2<= 3x-3/2	\frac{1}{2}x-2\le\:3x-\frac{3}{2}
simplify x^{-5/2}	simplify\:x^{-\frac{5}{2}}
30<19+x	30<19+x
y^2-2y+4=0	y^{2}-2y+4=0
\|log_{5}(x)\|=2	\left\|\log_{5}(x)\right\|=2
simplify (-32y^{15})^{1/5}	simplify\:(-32y^{15})^{\frac{1}{5}}
2x^2-4x-6=90	2x^{2}-4x-6=90
factor c^4+9c^2+20	factor\:c^{4}+9c^{2}+20
simplify 6sqrt(16)	simplify\:6\sqrt{16}
10-3x=16	10-3x=16
x-2>0	x-2>0
simplify (2pi)/(12)	simplify\:\frac{2π}{12}
x-7-12x-9+3x=14x-10-x+7	x-7-12x-9+3x=14x-10-x+7
factor-27u^3+125	factor\:-27u^{3}+125
-25-7y=3	-25-7y=3
-16t^2+45t+6=0	-16t^{2}+45t+6=0
factor x^3y-64xy	factor\:x^{3}y-64xy
9= 8/5 (x+5)	9=\frac{8}{5}(x+5)
simplify 3^{log_{3}(5)}	simplify\:3^{\log_{3}(5)}
sqrt(-3x)-sqrt(x+4)>= 0	\sqrt{-3x}-\sqrt{x+4}\ge\:0
simplify (a^2-ab)/(a^2+ab)	simplify\:\frac{a^{2}-ab}{a^{2}+ab}
0=-4.9t^22+5t+185	0=-4.9t^{2}2+5t+185
simplify sqrt(15)*3sqrt(5)	simplify\:\sqrt{15}\cdot\:3\sqrt{5}
factor 3x^2-10x-25	factor\:3x^{2}-10x-25
3x-5=(12+4x)/2	3x-5=\frac{12+4x}{2}
simplify (3/4)/(5/6)	simplify\:\frac{\frac{3}{4}}{\frac{5}{6}}
x^2-48=1	x^{2}-48=1
simplify e^{4ln(3)}	simplify\:e^{4\ln(3)}
simplify 2/7 sqrt(108)+6sqrt(12)	simplify\:\frac{2}{7}\sqrt{108}+6\sqrt{12}
5(4z+6)-2(z-4)=7z(z+4)-z(7z-2)-48	5(4z+6)-2(z-4)=7z(z+4)-z(7z-2)-48
-q/7 >=-1	-\frac{q}{7}\ge\:-1
x^2+12x+4=0	x^{2}+12x+4=0
(x+1)^2=12+(x-5)^2	(x+1)^{2}=12+(x-5)^{2}
simplify (3^2)/(-2)	simplify\:\frac{3^{2}}{-2}
-2(4x-1)-3x+5=-26	-2(4x-1)-3x+5=-26
xsqrt(3)=10	x\sqrt{3}=10
2x-1>27+6x	2x-1>27+6x
\|7-2x\|-\|3x+2\|=5	\left\|7-2x\right\|-\left\|3x+2\right\|=5
3x+x+8=6(x-1)	3x+x+8=6(x-1)
factor 3x^2-15x-42	factor\:3x^{2}-15x-42
simplify sqrt(35)*sqrt(5)	simplify\:\sqrt{35}\cdot\:\sqrt{5}
m^2=-2m+8	m^{2}=-2m+8
simplify \sqrt[4]{64}	simplify\:\sqrt[4]{64}
-22<4x+6<= 50	-22<4x+6\le\:50
simplify 10*6	simplify\:10\cdot\:6
K+(K+5)+2K=103	K+(K+5)+2K=103

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