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5*x-(11*ln(x))
1/((x-1)^2)
1*x^4-(5*x^2)+0*x^3+0*x+4 = 0;x
x
1/((x-1)^4)
-1/(z^4.6)
| 21x+6=7x | | 2(x+20)=8(x) | | 4y^3-(36y)^(1/3)=0 | | -13+1=-3(x+6) | | Z-19.2=37.46 | | 3(x+2)=2x+14-x | | -4(6-y)+4=-4 | | 2b+2=x | | -1.5=-0.5a+1.2a | | 2.3v=7.13 | | 3b+2+6b=11 | | 40x=41x-3 | | 24(3)=x+24(12) | | 3x+4+2x+1= | | 12k=3 | | 3a+4a-.89=6+a | | 6x-5=12x+3 | | 125+timesx=230+7timesx | | 24(3)=12(x+24) | | 11-19x-7-2x=7 | | x^2/(0.2-x)(0.2-x) | | 3a+4a-9=6+a | | 12rs-5s-6s=0 | | 25(4)=15(x+4) | | -81=-6x-7 | | 20-36= | | 120m+30=310 | | 8(x+20)=24x | | 6x+11=7x+2 | | 5a=4+b | | 9y^2+25x^2=228 | | d/dx[x(24-2x)(45-2x)]= |