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1;3;2;3;5;2
(x^3+x)*(x^2-4) = 0
x^2+1
x^2-(10*x)+9
5;7;6;7;8;1
| (q-5)*6=60 | | 3(2-3x)-(4+5x)=0 | | z-13=6z-4z | | -9b=-12y | | f(x)=3X^2-18x+13 | | 0.5x^3-x+x^2-0.6=0 | | 5(-3z+4)=-25 | | 77-2x+10x=5 | | x^2-16-5x=0 | | (.6p)+(p^2)=.91 | | -1-8a=-1 | | 14-x/2 | | x^5-8x^4-11x^3-6x^2=0 | | -5t=1 | | 4/2x-2=2/x | | 3y+13=100 | | 6z-8=-5 | | 6x+8=9y | | y-5=3/4(x-4) | | 52-260= | | 2(6-5r)=-8 | | (b-4)(b+5)=0 | | x^2+5k=kx+x+19 | | 3x+1-x=0 | | y-5=0.75(x-4) | | 70x^2-268x=5x-245 | | 260/5 | | ax^2+-4ax+4a-5=0 | | -15p-20=4p-64 | | -51=-8x | | 30m^2+45m+25=5m^2+7 | | 12*12+9*9=x |