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Find general solution in implicit form
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\[dy/dx= (2cosx-3) \exp ^{(-3x+2sinx)/6)} y ^{5/6} (y>0)\]
\[ \int \frac{dy}{(2 \cos x - 3)e^{\frac{-3x+2sinx}{6}}} = \int \frac{dt}{y^{5/6}} + C\]
I how i integrate the left side of the equation.
I have got stuck on that.
Assume (-3x+sin x)/6 = u
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what method should I use? Then I can try and solve it myself.
Substitution
Thanks for all the help
that is a wrong way !!!
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