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36.1=117.4-4.5*(15.36-X)	36.1=117.4-4.5\cdot\:(15.36-X)
4-3\|x+8\|=-2	4-3\left\|x+8\right\|=-2
x+3=3x-1	x+3=3x-1
log_{4}(10)=x	\log_{4}(10)=x
75> x/(15)	75>\frac{x}{15}
simplify log_{8}(1000)	simplify\:\log_{8}(1000)
\|5t-2\|<= 8	\left\|5t-2\right\|\le\:8
\|7x-2\|>3x-5	\left\|7x-2\right\|>3x-5
-x^2-9=0	-x^{2}-9=0
1/2 x+7= 5/6 x	\frac{1}{2}x+7=\frac{5}{6}x
2(-1+5k)+4k=6(5+2k)	2(-1+5k)+4k=6(5+2k)
θ=1.1*4^4-4^3	θ=1.1\cdot\:4^{4}-4^{3}
12x^2-120x+200=0	12x^{2}-120x+200=0
simplify-(2pi)/4	simplify\:-\frac{2π}{4}
4^2+x^2=9^2	4^{2}+x^{2}=9^{2}
x/3+(4x)/5 = 1/3	\frac{x}{3}+\frac{4x}{5}=\frac{1}{3}
15-2x=-1	15-2x=-1
10/3 = x/((-5/2))	\frac{10}{3}=\frac{x}{(-\frac{5}{2})}
-4x+3(x-1)=-2	-4x+3(x-1)=-2
factor 4x^2+28xy+49y^2	factor\:4x^{2}+28xy+49y^{2}
(2x)/5 = x/3+1	\frac{2x}{5}=\frac{x}{3}+1
-3>=-r-20	-3\ge\:-r-20
expand (x+y)^3	expand\:(x+y)^{3}
simplify 2(4/5)(3/5)	simplify\:2(\frac{4}{5})(\frac{3}{5})
factor-2x-8	factor\:-2x-8
(x+3)/(x-5)>0	\frac{x+3}{x-5}>0
factor 2q^2+9q+7	factor\:2q^{2}+9q+7
0.1(0.03x+4)>= 0.02x+0.434	0.1(0.03x+4)\ge\:0.02x+0.434
2-9>= 0	2-9\ge\:0
3x^2+14x+5=0	3x^{2}+14x+5=0
3x-15+2x-14=x-11	3x-15+2x-14=x-11
3x^2-8x-3=0	3x^{2}-8x-3=0
simplify 3/2 x^{-1/2}	simplify\:\frac{3}{2}x^{-\frac{1}{2}}
e^4=y	e^{4}=y
simplify 4+3/4	simplify\:4+\frac{3}{4}
13a>=-26	13a\ge\:-26
x\|x+5\|>=-6	x\left\|x+5\right\|\ge\:-6
simplify (4y^4)/(14yx^8)	simplify\:\frac{4y^{4}}{14yx^{8}}
4-3(x+7)=6	4-3(x+7)=6
simplify log_{2}(1024)	simplify\:\log_{2}(1024)
x^2-2x=22	x^{2}-2x=22
factor 12x^2-36x	factor\:12x^{2}-36x
-2\|2x+1\|+7=1	-2\left\|2x+1\right\|+7=1
4/(x^2+9)>0	\frac{4}{x^{2}+9}>0
simplify 10/11-1/2	simplify\:\frac{10}{11}-\frac{1}{2}
8x^2-14x-15=0	8x^{2}-14x-15=0
5-x>0	5-x>0
1/3 x+1/4 = 1/2	\frac{1}{3}x+\frac{1}{4}=\frac{1}{2}
simplify (t/2)^3	simplify\:(\frac{t}{2})^{3}
\|2-4x\|=10	\left\|2-4x\right\|=10
f=3(0)-5	f=3(0)-5
x^2-x-2=-x-1	x^{2}-x-2=-x-1
-4\|3x-1\|>-16	-4\left\|3x-1\right\|>-16
2x^2-6x+2=0	2x^{2}-6x+2=0
(3-4x)(3x-7)>= 0	(3-4x)(3x-7)\ge\:0
simplify x^2(2x)	simplify\:x^{2}(2x)
(3-3)^2	(3-3)^{2}
longmult 1000*9.8	longmult\:1000\cdot\:9.8
x^2-8x+32=0	x^{2}-8x+32=0
simplify 100*pi/(180)	simplify\:100\cdot\:\frac{π}{180}
5x-(x+2)>= 3(x-1)+6	5x-(x+2)\ge\:3(x-1)+6
-4x+2>= 26	-4x+2\ge\:26
(0)^2=v+9.8(0.9)	(0)^{2}=v+9.8(0.9)
11x-2(4x-3)=27	11x-2(4x-3)=27
simplify 3*3^x	simplify\:3\cdot\:3^{x}
simplify 1^5	simplify\:1^{5}
-2x+7=4	-2x+7=4
-18+2x=x+15	-18+2x=x+15
factor x^2-16x+64	factor\:x^{2}-16x+64
\|x\|>-5	\left\|x\right\|>-5
(x^2+3x+2)/(x+1)<= 0	\frac{x^{2}+3x+2}{x+1}\le\:0
simplify 7/2+5	simplify\:\frac{7}{2}+5
factor w^2-4w+4	factor\:w^{2}-4w+4
factor 8x^2-2x-3	factor\:8x^{2}-2x-3
-x^2+7x=x^2-5x	-x^{2}+7x=x^{2}-5x
9x^2-6x+82=0	9x^{2}-6x+82=0
simplify-8x^5y^3(-3x^3y^3)	simplify\:-8x^{5}y^{3}(-3x^{3}y^{3})
factor (10x-5z)/(14x^2+5xz-z^2)	factor\:\frac{10x-5z}{14x^{2}+5xz-z^{2}}
simplify ((2x^2y^2)^{-3})/((2x^2y^2)^{-4)}	simplify\:\frac{(2x^{2}y^{2})^{-3}}{(2x^{2}y^{2})^{-4}}
x^2+5x-66=0	x^{2}+5x-66=0
factor 3a^2+7ab+2b^2	factor\:3a^{2}+7ab+2b^{2}
105=x+2x^2	105=x+2x^{2}
5(3-2y)+4y=3	5(3-2y)+4y=3
5w(5w+12)=-32	5w(5w+12)=-32
factor 18x^2-2	factor\:18x^{2}-2
7/2 >(1-4x)/5 > 3/2	\frac{7}{2}>\frac{1-4x}{5}>\frac{3}{2}
x^3-25x>0	x^{3}-25x>0
factor 7a^2+12a-4	factor\:7a^{2}+12a-4
simplify 216^{1/3}	simplify\:216^{\frac{1}{3}}
-17x^2-72x-384=0	-17x^{2}-72x-384=0
simplify ((9r^3a^2+6r^2a^2-27r))/(3r^2a)	simplify\:\frac{(9r^{3}a^{2}+6r^{2}a^{2}-27r)}{3r^{2}a}
simplify (-8)/2	simplify\:\frac{-8}{2}
3>2x-5>= 7	3>2x-5\ge\:7
factor x^2-12x+11	factor\:x^{2}-12x+11
simplify (4^{1/2})^2	simplify\:(4^{\frac{1}{2}})^{2}
\|x\|=x^2+x-3	\left\|x\right\|=x^{2}+x-3
18+2x-8=x-25	18+2x-8=x-25
simplify sqrt(20/125)	simplify\:\sqrt{\frac{20}{125}}
factor 2j^2+9j+10	factor\:2j^{2}+9j+10
5+(-3(1/3))	5+(-3(\frac{1}{3}))

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