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7-((36-72)/6) = 0
u^3*((24*u^7)/18) = 0
ln(tan(x/2))
4;9;2;9
((48*u^4)/6)*u^6 = 0
| 7x-7=39+2 | | Log(4x+7)-log(x)= | | 24u^7/18u^3 | | 48u^4/6u^6 | | 81w^4/9w | | 42+3t=-4t-14 | | 2x+1=44 | | -20=1.8c+32 | | 32w^2/56w^6 | | 6y-5=y+4 | | Y^2-6y-11=o | | 6y-5=y+5 | | Log(x^2-24)-logx=1 | | 9+y=0 | | x+.80x=16 | | 132=x(x-1) | | x+.80=16 | | 16/y=3/4 | | 4w^3/16w | | 85/x=53.8 | | 90+86+17x+1+20x-2=360 | | 5y+3=37 | | 6w^3/48w^4 | | 4/8=16/x | | 16-2p=3p+6 | | 2z/3.4-7=-9 | | 3/x=126/42 | | 3/x=126/41 | | (7+2x)(2+2x)=504 | | x/6=22/2 | | 7f+8=1 | | 5z+4z-3=19 |