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abs(x) < 5;x
x
(3-(2*x))*e^(x^2)
2*x+12 = 5-x;x
x
x^2-(102*x)+576 = 0;x
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(x+2)^2*(x-2) = 0;x
x
| 10=n+12 | | r+5+15=-3r | | r+5+15=-r | | 9-6x^2=-35 | | -5x=43 | | Log(4t)=log(3t+5) | | 1/2x-59=-3x-31 | | 7xy-2=g | | 7/9=x/13 | | 2(2x+3)=4x | | 7.48=17n | | U/6=x/12 | | 5y+16=51 | | 50+10g=60+8 | | -81.7+n=-84 | | 8=s-0.005 | | -4z-6z=z-2-8z | | 12x^2=100 | | Y-16=-44 | | 3x-5(x-5)=-7+3x-8 | | 2/3x-45 | | 9.6t-9.5=55.8 | | 10x+60=15x+6x-12 | | 4+b=-14-4 | | f(x)=(-2x+20) | | 03(6-x)=0.4(x+8) | | 6+12+9x-20+12-x= | | 1.50+r=3.25 | | .7m=-98 | | 5x-1-2=23 | | c+3+2x+6c+4x= | | 7+3x=82 |