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Mathematics
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\[\frac{ dy }{ dx}=3x+2y+1\]
is it differential equations wats the ???

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Other answers:

i should integrate both sides
yes it is
\[- \ln I6-yI=\frac{ x^3 }{ 3 }\]
can u solve for y
I= absolute value
|dw:1360442409147:dw|
\[\huge -\ln \left| 6-y \right|=\frac{x^3}{3}\] \[\huge 6-y=e^{-\frac{x^3}{3}+C}\] \[\huge y=\]
okay thx i got it
i never did this b4
\[\huge y=6-e^{\frac{-x^3}{3}-C}\]by the way its -C
but i dont understand how u got 6-y from -ln what happened to -
if we divide both sides by - also there s no need to put abslute value on ln cos thats naturally defined for ln its always +
when we divide by - we get ln 6-y=-x^3/3-C
okay than you very much
thank

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