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(x+1)^2
b^2-7 = 6/b
(sin(4*x))^(x^3)
x*((24*x^2)/12) = 0
(1/2)*x-((1/6)*x) = 1/3
| b^(2)-7=(6)/(b) | | 4y+2x+y+79-y=180 | | X^2+2x^2+3x+6=0 | | -7+2z=-6 | | 140-96x+12x^2=0 | | x(16-x)-63=0 | | 12c+c^2=0 | | 8p^2-2p-21=0 | | 3x+4y-12x+7y= | | 2k^2-13k+18=0 | | 0.75x-9=2.85 | | 10(t-4)+4t=7(2t+2)-9 | | 4a2b/6ab | | 24x2/12x | | -72=7h-5(3h-8) | | 1/2x-1/6x=1/3 | | 7(d-12)=5(d+2) | | -(0.1x+0.4)-1.3=-0.5 | | 3x2-12/3 | | 7.68=0.25x+5.93 | | 2(x-7)=-3(2x+1)-3 | | 3s^2+16s+15=0 | | 3+19y-2=9y+86-7y | | 3(2x+1)+5x-2=9 | | 7r-14/7 | | -0.5x=1.25 | | 9y^6-27y^4+18y^2+6=0 | | X^2-45x+328=0 | | 0.8(x+40)+0.4x=68 | | 12(x+7)=3(x-11) | | 5x+26=x^2+2x+8 | | 8x^5+16x^4-20x^3+12=0 |