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11(k-1)=7(k-y)	11(k-1)=7(k-y)
(-9x+6)(75/2)+133x=-114/81 x-11/8 x	(-9x+6)(\frac{75}{2})+133x=-\frac{114}{81}x-\frac{11}{8}x
solvefor c,ln(y)=(x^3)/3+c	solvefor\:c,\ln(y)=\frac{x^{3}}{3}+c
9p+7=6p-2+3p	9p+7=6p-2+3p
solvefor y,14+y=b	solvefor\:y,14+y=b
3z-5=2z+2	3z-5=2z+2
4(5+x)=20	4(5+x)=20
b/9 = 10/3	\frac{b}{9}=\frac{10}{3}
solvefor x, 4/y+3x=4	solvefor\:x,\frac{4}{y}+3x=4
solvefor x,4y^2+z^2-x-16y-4z+20=0	solvefor\:x,4y^{2}+z^{2}-x-16y-4z+20=0
solvefor f,q=-j+f	solvefor\:f,q=-j+f
2.85y-7=12.85y-2	2.85y-7=12.85y-2
solvefor x,(x^4-y^4)=(x^2+y^2)(x+y)(x-y)	solvefor\:x,(x^{4}-y^{4})=(x^{2}+y^{2})(x+y)(x-y)
2x-16=0	2x-16=0
5x-2(2x)=3	5x-2(2x)=3
2^{6064}=4^{1010}	2^{6064}=4^{1010}
9-3m=-3	9-3m=-3
-1=(5+b)/(-10)	-1=\frac{5+b}{-10}
solvefor x,2x-3=4y+6	solvefor\:x,2x-3=4y+6
x+19=x+29	x+19=x+29
x28000= 60000/9375	x\cdot\:2\cdot\:8000=\frac{60000}{9375}
3g+5=7g+4	3g+5=7g+4
5/6 = 5/6 a+1/3	\frac{5}{6}=\frac{5}{6}a+\frac{1}{3}
solvefor x,3x+4y=43	solvefor\:x,3x+4y=43
log_{4}(1/64)=y	\log_{4}(\frac{1}{64})=y
2.5t+24=14	2.5t+24=14
2x-pi/2 =0	2x-\frac{π}{2}=0
0.9(20x-18)=0.6(30x-27)	0.9(20x-18)=0.6(30x-27)
2x-(-13)=3	2x-(-13)=3
4(y+1)=-8	4(y+1)=-8
3(a+22)=12a+30	3(a+22)=12a+30
log_{2}(0.25)=-2	\log_{2}(0.25)=-2
4/3 (9w-51)=7w-(68-5w)	\frac{4}{3}(9w-51)=7w-(68-5w)
2x-2=18	2x-2=18
-6x-6=0	-6x-6=0
5x-3(-6x+5)=-130	5x-3(-6x+5)=-130
2x-2=x-4	2x-2=x-4
-9w+46=5w+4	-9w+46=5w+4
solvefor a,2x=tan(x)	solvefor\:a,2x=\tan(x)
1=-2x	1=-2x
-7(h-4)=21	-7(h-4)=21
-11x+12=144	-11x+12=144
10+x=6x	10+x=6x
8^2-x=2	8^{2}-x=2
1/3 (x+1/2)=10	\frac{1}{3}(x+\frac{1}{2})=10
solvefor p,a=p	solvefor\:p,a=p
10+x=10	10+x=10
log_{10}(1/3)x=2	\log_{10}(\frac{1}{3})x=2
3(v+5)=33	3(v+5)=33
18=-3x	18=-3x
1-x=10	1-x=10
5y-3=7y-2	5y-3=7y-2
4(x-2)+9=8x+6-5x	4(x-2)+9=8x+6-5x
h(2)=(2)^2-5(2)+7	h(2)=(2)^{2}-5(2)+7
solvefor x,-5x+8y=0	solvefor\:x,-5x+8y=0
-14=3+x	-14=3+x
solvefor y,2y-18x=-26	solvefor\:y,2y-18x=-26
23x-19x+5=20	23x-19x+5=20
2y+6=4	2y+6=4
12-6x=2(5x-2)	12-6x=2(5x-2)
2500=2000+((1.6K)-50)/(12)1400	2500=2000+\frac{(1.6\cdot\:K)-50}{12}\cdot\:1400
f=(1)^2+1	f=(1)^{2}+1
5/6 x-2=-2/3 x+1	\frac{5}{6}x-2=-\frac{2}{3}x+1
x+3x-13=7(x-9)	x+3x-13=7(x-9)
3y+6=18	3y+6=18
-2(2x+1)=3(x+4)	-2(2x+1)=3(x+4)
(4-5x)/(12)+(x+3)/(15)= x/(25)+4	\frac{4-5x}{12}+\frac{x+3}{15}=\frac{x}{25}+4
4x-2=-18	4x-2=-18
7x-4=101	7x-4=101
(2t+9)/5-(3t-6)/4 =(7t-3)/(10)	\frac{2t+9}{5}-\frac{3t-6}{4}=\frac{7t-3}{10}
solvefor x,6x-4y=6	solvefor\:x,6x-4y=6
x/9 = 7/14	\frac{x}{9}=\frac{7}{14}
6a-11=13	6a-11=13
7=4x+7	7=4x+7
1.9s+6=3.1-s	1.9s+6=3.1-s
3/8 r= 15/16	\frac{3}{8}r=\frac{15}{16}
2sqrt(1^2-1+2)+C=3sqrt(2)	2\sqrt{1^{2}-1+2}+C=3\sqrt{2}
z=(1+i)^2	z=(1+i)^{2}
2(3x-5)=6x-4	2(3x-5)=6x-4
y=102+1530	y=102+1530
8x-24=24	8x-24=24
solvefor c,c=2pir	solvefor\:c,c=2πr
4(4x+3)=19x+9-3x+3	4(4x+3)=19x+9-3x+3
4+3x=3x-7	4+3x=3x-7
14^2+48^2=50^2	14^{2}+48^{2}=50^{2}
solvefor x,g=x-c+y	solvefor\:x,g=x-c+y
x/(12)-2=-3	\frac{x}{12}-2=-3
-11-3m=-(-6m-2)+5	-11-3m=-(-6m-2)+5
(x-4)+(9x+4)+(2x+12)=180	(x-4)+(9x+4)+(2x+12)=180
5x-2(3x+1)=-9	5x-2(3x+1)=-9
solvefor A,f=D+A	solvefor\:A,f=D+A
9y-(2y-3)=5(y-2)+2y	9y-(2y-3)=5(y-2)+2y
2x-50=0	2x-50=0
(x+2)/3 = 8/9	\frac{x+2}{3}=\frac{8}{9}
(x-4)/3-(x-5)/2 =-(x-7)	\frac{x-4}{3}-\frac{x-5}{2}=-(x-7)
solvefor D, D/(F+2n^2)=q	solvefor\:D,\frac{D}{F+2n^{2}}=q
-2-3(2x+9)=-32	-2-3(2x+9)=-32
3/8 x+1/6 x+5/12 x=69	\frac{3}{8}x+\frac{1}{6}x+\frac{5}{12}x=69
-2(7x)=-28	-2(7x)=-28
(4x+2)/3-(5x-7)/6 =(3-x)/2	\frac{4x+2}{3}-\frac{5x-7}{6}=\frac{3-x}{2}

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