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2.319   ODE No. 319

  1. Problem in Latex
  2. Mathematica input
  3. Maple input

(7xy(x)3+y(x)−5x)y′(x)+y(x)4−5y(x)=0 ✓ Mathematica : cpu = 0.024929 (sec), leaf count = 302

{{y(x)→Root[10#17x+2#15−100#14x−25#12+250#1x−10c1&,1]},{y(x)→Root[10#17x+2#15−100#14x−25#12+250#1x−10c1&,2]},{y(x)→Root[10#17x+2#15−100#14x−25#12+250#1x−10c1&,3]},{y(x)→Root[10#17x+2#15−100#14x−25#12+250#1x−10c1&,4]},{y(x)→Root[10#17x+2#15−100#14x−25#12+250#1x−10c1&,5]},{y(x)→Root[10#17x+2#15−100#14x−25#12+250#1x−10c1&,6]},{y(x)→Root[10#17x+2#15−100#14x−25#12+250#1x−10c1&,7]}}

✓ Maple : cpu = 0.041 (sec), leaf count = 33

{x−1((y(x))3−5)2y(x)(−(y(x))55+5(y(x))22+_C1)=0}

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