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/sci/ - Science & Math


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9342620 No.9342620[DELETED]  [Reply] [Original]

e^(y"") + y'^(y)=0

>> No.9342631

no thanks

>> No.9342644

>>9342631
Brainlet

>> No.9342727

>>9342620
Y cant be even

>> No.9342758

>>9342727
it can if y' \in \mathbb{N}

>> No.9342766

e^(-x)

>> No.9342796

No thanks.

>> No.9342805

>>9342620
Let 0^0 = 0. Then y=0 is a solution.

>> No.9342814
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9342814

>>9342805
>e^0 = 0

>> No.9342823

>>9342814
I meant let 0^0 = -1

>> No.9342857

>>9342644
>>9342620
>do my homework for me! Brainlet

>> No.9342878

>>9342620
no thanks

>> No.9342987

>>9342620
Take the natural log then do reduction of order
Also //sqt//