Solve Differential Equation $(xe^{xy})dx + (1 + xe^{xy}) dy = 0$

Asked Apr 22 '21 at 04:34

Active Apr 22 '21 at 04:34

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I'm trying to solve this but can't seem to find the answer. I found out that it is not an exact differential equation so I tried to find the integrating factor but can't seem to find the correct result

asked Apr 22 '21 at 04:34

Dadangdut33

What was your integrating fatcor? Show your work – user71207 Apr 22 '21 at 04:52
Maybe correct equation is $(ye^{xy})dx + (1 + xe^{xy}) dy = 0$ ? – Aleksas Domarkas Apr 22 '21 at 05:22
1

@user71207 it was like this which does not seem to be correct at all. I dunno what to do now T_T – Dadangdut33 Apr 22 '21 at 05:32
@AleksasDomarkas I dont think so, the problem is exactly as it looks like in the assignment – Dadangdut33 Apr 22 '21 at 05:36
@user71207 yea that one was wrong. But, maybe the question is wrong too just like what AleksasDomarkas said.
You know what guys, it doesn't matter now cause the due date already passed. Thanks for the response tho
– Dadangdut33 Apr 22 '21 at 08:40

Solve Differential Equation $(xe^{xy})dx + (1 + xe^{xy}) dy = 0$

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