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this is weird my solution also has ln(y+1)

it seems like they would give points for which the function is defined

my solution doesn't.

what did you get?

it has to be that it is undefined. i feel confident in my answer

let me ask loiskin though one sec

oh he left nvm

hint: it is NON-LINEAR ordinary diffeq

okay we have y dy/(y+1)=2t dt. Ingratiating both sides gives us y+1-ln(y+1)=t^2/2+C

therefore, the function does not exist at (-1,-1)

oops the t side is both to have t^2+C, that was a type-0

suppose to not both to lol stupid type-0s

nope. you didn't finish the problem.

ln(y+1) does not exist for y=-1

(-1,-1) is not in the domain or range

keep going.

just tell me what you are thinking. I'm not the one who needs this problem done. lol

that guy left along time ago it looks like

I got that answer, but I'm looking at something.

Do you have maple, mathmatica, or matlab?

i have maple

I've run a few different things in Wolfram Alpha, and I'm pretty sure no solutions exist.

so wolframalpha said no solution exist?

There's something wrong with your question, myininaya.

it isn't mine lol

i was just worried about it because it makes me worry when people disagree with me

Oh, well, I think you have the weight of evidence on your side ;)

ok thanks for supporting my solution.

No problems.

I played around with that too and kept getting similar answers. I'll have to ask my professor. :/