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(4*x^2-(6*x)-4)/((x-2)^2) < 0;x
x
(2*x^3-4)*(x^r+3)
{root[4][978]}
(x^2-(4*x)+3)/((x-2)^2) < 0;x
x
(4*x^2-(6*x)-4)/((x-2)^4) < 0;x
x
| c=-2*0+6 | | 8x=180-6x | | 3(z+4)=-9 | | -10x-45=2x-26-25 | | 4x+15=-5x+9 | | 5y^2-5y=0 | | cosz=6 | | (2m+4)(2m-8)=(5m-2)(2m+4) | | 60x=4000 | | 3=2+tanx | | 4f+11=17 | | 22+3x=-2+12-15 | | 5x+2x=7x-1 | | 5t-4=22 | | 4c+6=8c-10c | | 40=k(x-20)(x+20) | | (19b-8)-6(3b+2)=-6 | | 2s+4=5s-8 | | 5a+3=4a+4 | | (x-20)(x+20)=40 | | 900-100x=200x | | 1/4x-10=8 | | 2ar^2-2ar+11=0 | | z^4-2=0 | | 4x+9=12x-3 | | R=16 | | 3.5x-7.5=17 | | -x^2-2=16 | | 3(5)-3=12 | | x^2-4+(x^2)+2*x=0 | | Log(x-9)15=1 | | 2(x-2)+x=7 |