Math, asked by Anonymous, 1 year ago

Find the General solution of the differential equation.


Using integrations.

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rakeshmohata: this one?

Answers

Answered by Nav14765
2
dy/dx=x^2e^-y+e^(x-y)
e ^ ydy/dX=x^2+e^x
e^ydy=(x^2+e^x)dx
integrate on both sides
e^y=x^3/3 +e^x +c
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Nav14765: im using app so it won't come
Anonymous: Bhaiya it's not possible.
Anonymous: Bhaiya please sign into Site.
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Nav14765: i got it
Nav14765: im solving that
Anonymous: Thank you Bhaiya. Solve both the questions. :-) Thanks bhaiya.
Nav14765: if you like the answer make the all answers as branliest answers
Nav14765: if u satisfied only
Answered by rakeshmohata
1
Hope u like my process
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Sorry if handwriting is bad
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Hope this is ur required answer

Proud to help you
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rakeshmohata: thanks for the brainliest one
Anonymous: Thank you So much Bhaiya. Good night, take care. B
rakeshmohata: and here also..e^3y = ce^3y + x³ is equal to e^y = ce^(y +x³/3)
Anonymous: Understood Bhaiya.
Anonymous: Aur doubts hooge tho aapse mee kal pucch luuga.
Anonymous: Bhaiya mujhe kuch doubts hee aap answer karoge kya ?
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