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ln((x^3)/(x^3+1))
(x^2)/(1-x)
1*x^5-(16*x)+0*x^4+0*x^3+0*x^2+0 = 0;x
x
1*x^5-(8*x^2)+0*x^4+0*x^3+0*x+0 = 0;x
x
ln((x^3)/(x^3+1))
| 19=2b | | (6y+4)-(3+5y)=6 | | -2x-2y=10fory | | 3x+y-2z=0 | | 10-(4x-3)=6-5x | | x^2+3+-2=0 | | 9(3k-4)=450 | | 4x+13+2x+18+7x+12=180 | | 3b-2=1 | | 11(x-y)3+18x-38= | | 11(x-10)=132 | | 62+2x+x+38.5=180 | | 6(2k+7)=138 | | -x-(13+4x)=-(5-9x)+2 | | 6x+4=4(2x-5(x-2)) | | x+82+x-19+x=180 | | 9(3x-2)whenx=2 | | Sin(b)=.4848 | | 7-(y-2)=2y | | 1/11*55 | | 4(k-6)=16 | | 200=7+x | | -2z=4+-12 | | 18x/17 | | Sinx=5/8 | | 4*7+2= | | 258840.0=x*34.51 | | 18x/17=x/68 | | 6(x-5)-3=-5(-5x+3)-7x | | -35-8x=11x+49 | | y=4ln(2x)+1 | | 5(3a-b)-3(3a+3b)= |