2.933   ODE No. 933

y(x)=x3+x3(log3(x))+x3log2(x)+3x2y(x)log2(x)2x2y(x)log(x)+x2+xy(x)2+xy(x)+y(x)33xy(x)2log(x)x2

Mathematica : cpu = 1.19468 (sec), leaf count = 99

DSolve[Derivative[1][y][x] == (x^2 + x^3 + x^3*Log[x]^2 - x^3*Log[x]^3 + x*y[x] - 2*x^2*Log[x]*y[x] + 3*x^2*Log[x]^2*y[x] + x*y[x]^2 - 3*x*Log[x]*y[x]^2 + y[x]^3)/x^2,y[x],x]
 
Solve[293RootSum[29#13+3293#129&,log(3y(x)x2+13log(x)x2931x33#1)29329#12&]=292/391x33+c1,y(x)]

Maple : cpu = 0.095 (sec), leaf count = 39

dsolve(diff(y(x),x) = -(-x^2-x*y(x)-x^3-x*y(x)^2+2*y(x)*x^2*ln(x)-x^3*ln(x)^2-y(x)^3+3*x*y(x)^2*ln(x)-3*x^2*ln(x)^2*y(x)+x^3*ln(x)^3)/x^2,y(x))
 
y(x)=x(9ln(x)3+29RootOf(81(_Z1841_a327_a+27d_a)+x+3c1))9