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x/3+4x=39	\frac{x}{3}+4x=39
2(5)-7(3)=-11	2(5)-7(3)=-11
y= 1/1	y=\frac{1}{1}
solvefor T,T(n)=(3n+17)/n	solvefor\:T,T(n)=\frac{3n+17}{n}
x-(4+x)=x+4	x-(4+x)=x+4
(x-1)/4+1/3 =4(x-3)	\frac{x-1}{4}+\frac{1}{3}=4(x-3)
5/9 x+20=50	\frac{5}{9}x+20=50
solvefor p,p-q=509	solvefor\:p,p-q=509
5x-6=3(x-1)	5x-6=3(x-1)
3=(7v)/(12)+10	3=\frac{7v}{12}+10
11= z/8+2	11=\frac{z}{8}+2
x-9x=8	x-9x=8
z=(-3-i)(2+ki)	z=(-3-i)(2+ki)
6x-5=7-9x	6x-5=7-9x
solvefor x,5x+10y=-10	solvefor\:x,5x+10y=-10
solvefor x,tag^2x-3=0	solvefor\:x,tag^{2}x-3=0
-8x+32=-8-16x	-8x+32=-8-16x
-4c+19=15	-4c+19=15
9x=4	9x=4
solvefor x,2x-2y=-8	solvefor\:x,2x-2y=-8
5x=6\mod 19	5x=6\mod\:19
2y+3(2y-5)+4=y+3(2y-2)-6	2y+3(2y-5)+4=y+3(2y-2)-6
(n+4)/(2-3)=13	\frac{n+4}{2-3}=13
x^1=(-90+(\frac{-85+x^1)/(-2))}{-2}	x^{1}=\frac{-90+(\frac{-85+x^{1}}{-2})}{-2}
y=-3(0)	y=-3(0)
solvefor y,2x=5-3y	solvefor\:y,2x=5-3y
80=x+(3x+4)	80=x+(3x+4)
solvefor A,M=(BA)C	solvefor\:A,M=(BA)C
(3x-2)/4-(5x-1)/3 =(2x-7)/6	\frac{3x-2}{4}-\frac{5x-1}{3}=\frac{2x-7}{6}
20=(3+z)/5	20=\frac{3+z}{5}
-4/7 k=-28	-\frac{4}{7}k=-28
72+x=78.65	72+x=78.65
9-2(3x+4)=5-3(x-4)	9-2(3x+4)=5-3(x-4)
x-0.1x=36	x-0.1x=36
5x-657=4x+1314	5x-657=4x+1314
7/8 p+14=28	\frac{7}{8}p+14=28
A=(3(-5)^{87})/(125)-50(-5)^{82}-(-5)^0	A=\frac{3(-5)^{87}}{125}-50(-5)^{82}-(-5)^{0}
y= 3/4 (0)-1	y=\frac{3}{4}(0)-1
6r=5r+16	6r=5r+16
x+6=17	x+6=17
(x-2)/2+x/3 =1-(4-x)/6	\frac{x-2}{2}+\frac{x}{3}=1-\frac{4-x}{6}
40x+18(x-3)=468	40x+18(x-3)=468
(x-1)/3-(x+2}{12}=\frac{x-2)/2	\frac{x-1}{3}-\frac{x+2}{12}=\frac{x-2}{2}
solvefor y,1-y=x	solvefor\:y,1-y=x
3t+1/5-5= 1/5+5t	3t+\frac{1}{5}-5=\frac{1}{5}+5t
10(5x+12)=370	10(5x+12)=370
solvefor x,20x+12y=72	solvefor\:x,20x+12y=72
z=-6+i^{135}+8i^{87}+sqrt(-121)	z=-6+i^{135}+8i^{87}+\sqrt{-121}
-3x+7=-3x-9	-3x+7=-3x-9
solvefor x,x+y+z=120	solvefor\:x,x+y+z=120
9x-6-3x=15+4x-7	9x-6-3x=15+4x-7
f=(0)^2	f=(0)^{2}
-7-6x=21-2x	-7-6x=21-2x
5(x+2)=3x+5	5(x+2)=3x+5
solvefor x,y+9/4 x-8/5 =0	solvefor\:x,y+\frac{9}{4}x-\frac{8}{5}=0
2-1/4 (8x-20)-16=10x+51	2-\frac{1}{4}(8x-20)-16=10x+51
solvefor t,S=P+Pt	solvefor\:t,S=P+Pt
2(x+4)-3(2x-1)=3	2(x+4)-3(2x-1)=3
x/4 = 5/10	\frac{x}{4}=\frac{5}{10}
3(2X-4)=5(X+1)-20	3(2X-4)=5(X+1)-20
8(x-4)=-4(x-16)	8(x-4)=-4(x-16)
2x-3=x+9	2x-3=x+9
2x-3=x+6	2x-3=x+6
9(x-1)-11x=-3(x+5)	9(x-1)-11x=-3(x+5)
3x-2x=3x+2	3x-2x=3x+2
solvefor p,8p+10q-1200=0	solvefor\:p,8p+10q-1200=0
(x+5)/4+(x+1)/2 =(6x+2)/5	\frac{x+5}{4}+\frac{x+1}{2}=\frac{6x+2}{5}
4x-3(3x-5)=12x-180	4x-3(3x-5)=12x-180
4x-8x+2=-7-6x+12	4x-8x+2=-7-6x+12
3+x=-8	3+x=-8
solvefor x,a=(2x+34)0.2-(2x-3y)(0.2)/6	solvefor\:x,a=(2x+34)\cdot\:0.2-(2x-3y)\cdot\:\frac{0.2}{6}
30/2 =30-I(1000+36.5)	\frac{30}{2}=30-I(1000+36.5)
-1/2 =-5/6+1/4 a	-\frac{1}{2}=-\frac{5}{6}+\frac{1}{4}a
solvefor x,5(x-1+y)=25	solvefor\:x,5(x-1+y)=25
1/4 x-1/2 =-3/4	\frac{1}{4}x-\frac{1}{2}=-\frac{3}{4}
8=35+3y	8=35+3y
1/3 x+2+3/5 x=x	\frac{1}{3}x+2+\frac{3}{5}x=x
2x+6=x+1	2x+6=x+1
21+10x-19=7x+30-4x	21+10x-19=7x+30-4x
x/2-25=2(3/4 x+8)	\frac{x}{2}-25=2(\frac{3}{4}x+8)
-(-m-3)-7(8m+2)=-11m	-(-m-3)-7(8m+2)=-11m
solvefor x,2y+6x-1=0	solvefor\:x,2y+6x-1=0
2-6x=3x-1	2-6x=3x-1
solvefor a,d= 1/2 at^2	solvefor\:a,d=\frac{1}{2}at^{2}
y=-3^2-4	y=-3^{2}-4
m/7 = 9/4	\frac{m}{7}=\frac{9}{4}
-5x+4=-4x+9	-5x+4=-4x+9
solvefor x, 1/3 (s-x)=xv+3a	solvefor\:x,\frac{1}{3}(s-x)=xv+3a
4/3 (x+1)=2x-1	\frac{4}{3}(x+1)=2x-1
solvefor t,E=(V^2)/R*t	solvefor\:t,E=\frac{V^{2}}{R}\cdot\:t
solvefor x,4x+5y+2=0	solvefor\:x,4x+5y+2=0
(5x)/2-3= x/6+18	\frac{5x}{2}-3=\frac{x}{6}+18
(x-2)/5-(3-x)/2 =(x+5)/3-1	\frac{x-2}{5}-\frac{3-x}{2}=\frac{x+5}{3}-1
2(y+4)=y+16	2(y+4)=y+16
(2a)/3-8=(2a-7)/4	\frac{2a}{3}-8=\frac{2a-7}{4}
3/4-(x-2)/6 =1	\frac{3}{4}-\frac{x-2}{6}=1
4/5 =(x(410^{-3}))/(0.5)	\frac{4}{5}=\frac{x\cdot\:(4\cdot\:10^{-3})}{0.5}
solvefor y,x=arcsin(y)	solvefor\:y,x=\arcsin(y)
7+y/2 =-3	7+\frac{y}{2}=-3
log_{10}(72631)=10.5+0.035x	\log_{10}(72631)=10.5+0.035x

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