let the solution curve y=y(x) of the dirrerential equation dy/dx= 3x^5 tan^-1(x^3)y/(1+x^6)

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let the solution curve y=y(x) of the dirrerential equation dy/dx= 3x^5 tan^-1(x^3)y/(1+x^6) = 2xexp (x^3-tan^-1x^3)/sqrt 1+x^6 pass through the origins. then y(1) is
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  1. mathematics with knj
  2. let the solution dy/dx= 3x^5 tan^-1(x^3)y/(1 x^6) = 2xexp (x^3-tan^-1x^3)/sqrt 1 x^6
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Автор

sir apne 11:18 par galat kiya hai simplify ans a hoga after solving numerator in e^x plz correct it sir ji

emulatorgaming
Автор

Thank you for your efforts but kya fyda jbb answer glt hi tick krna tha toh

princekrishnaut