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Find the general Solution:
Now, I worked it out and here are the steps:
Now there's a missing step in there when you get rid of the natural log of y by raising e to each side (if you get what I mean) and that's what I don't understand.
Could someone please help?
Last edited by SvenBee (2008-04-15 07:56:51)
e...the red-headed stepchild of math.
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Last edited by LuisRodg (2008-04-15 08:13:08)
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I get that up until where the C comes from. How does it fit in to place?
Because isn't
technically supposed to be written as ? Since the constant is added directly after the integration step.Last edited by SvenBee (2008-04-15 08:16:16)
e...the red-headed stepchild of math.
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Your initial solution had to include a +C as a result to the integral (which you didnt put). You know when you do an integration you always put a +C in the end. However, in this case the +C was part of the ln(y) solution. So when you raise e to both sides, thats how you get e^C
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Yeah, I edited, sorry.
But what I don't understand is how you get
e...the red-headed stepchild of math.
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It doesn't really matter whether you have e^C or C, since they're both arbitrary constants anyway.
What I'm worried about is whether it should be added to or multiplied by the rest of the RHS.
Why did the vector cross the road?
It wanted to be normal.
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Rhs?
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I still don't understand how you would find the C (whether it's e^C or C), and I know that it's still a constant but I want to know HOW it's done for my own knowledge. It's really stumping me.
e...the red-headed stepchild of math.
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I dont understand your question?
You dont find the C unless your told to and in that case then they'd have to provide some function values in order to find the C.
Do you understand what the C means when doing an integral?
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WOW!!! I wrote the wrong thing for the answer in my initial post.
e^c is supposed to be multiplied by the whole square root.
I'm soo sorry for the confusion. That's what I don't get, why it's multiplied and not added. And yes, lol, I know what C represents in the integral.
e...the red-headed stepchild of math.
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Ok then can you write the correct answer so I can see what your referring to?
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e...the red-headed stepchild of math.
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I will get thinking about the e^C in a sec. But I was going over your first post and you said that:
But isnt this wrong? Isnt:
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Last edited by SvenBee (2008-04-15 16:19:32)
e...the red-headed stepchild of math.
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Its ok.
But your right. If you have too much mistakes then it just makes it really hard to follow a discussion.
Anyways, please post what your teacher says as I'd like to know as well.
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Here's all the steps and the answer:
e...the red-headed stepchild of math.
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Very simple. Just couldnt think of it
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We weren't thinking algebraically enough, lol.
e...the red-headed stepchild of math.
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If only you posted this 2 days later.. I learnt it today
Last edited by Daniel123 (2008-04-17 06:16:22)
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