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Who wants to help?

Bonjour!
I Stick in calculation of particle fraction integral. So, who wants to help me?
Here we go,
I'll write integral sample as S oSx ....means from o to x, DEAL!
Too weird huh, but why not?
If these formulas not clear I'll post a document
Alors,
oSx n/a-x +q/b-x dx = kt
where n= 1/b-a q= 1/a-b

0Sx 1/(b-a)/a-x + 1/(a-b) /b-x dx = kt

0Sx 1/(b-a)(a-x) + 1/(a-b)(b-x) dx =kt

1/b-a oSx 1/a-x dx + 1/a-b oSx 1/b-x dx = kt
1/b-a Ln a-x - Ln a + 1/b-a Ln b-x - Ln b =kt


1/b-a Ln a-x/a + 1/a-b Ln b-x /b =kt

Now, I want to make the last formula look like

1/a-b Ln b (a-x)/ a (b-x) = kt


And turns to:


1/a-b Ln (a-x)/(b-x) = kt + 1/ a-b Ln a/b


How can I make it? I know that I'm so close to the end. Please help me

Merci.

Scroll to see replies

Reply 1
...actually I don't want to help.
je ne comprends pas
erm could you post a document...all that is confusing!
Reply 4
0xna.docx
Here're the equations check it out.

Merci pour steve2005
Reply 5
sorry can't open .docx

this may be useful: http://www.thestudentroom.co.uk/wiki/LaTex
Reply 6
Broderss
...actually I don't want to help.

Funny! I thought educated persons are much respectable than usual.
Dommage, comme c'est dommage !
Reply 7
2^1/2
sorry can't open .docx

this may be useful: http://www.thestudentroom.co.uk/wiki/LaTex


I'll deal with it in a minute.
Reply 8
~$0xna11.doc
Now what?
Reply 9
Hanouf
~$0xna11.doc
Now what?


ÇÈæ ãäÕæÑ ' ( H E F 5 H 1
C o u r i e r N e w
C o u r i e r N e w
C o u r i e r N e w Hÿ-

that's useful - would you like help with this question or not?
Reply 10
Yes,please.
Reply 11
I'll let it go.
Thanks indeed.
I can't open your document.

Can you save it as .doc

without the x
Reply 13
0xna.doc
one more time
Reply 14
I think it works now.
Reply 15
I think it works now
Reply 16
Hanouf
0xna.doc
one more time


sorry took me a while to work put why it wouldn't work.

in your document have a look at step (5)

1bx=ln(bx) \int \frac{1}{b-x} = -\ln{(b-x)}

remember the '-' sign here.

then when you get to the end take out a factor of 1/(a-b), (as it is what the answer does)

can you see how to make 1/(b-a) take that form?

Spoiler



then just use log laws

hope that helps, i'm off to bed
Hanouf
0xna.doc
one more time


I can now read your document BUT am puzzled as to where the t comes from.

I assume the k is a constant and would have expected it to be followed by x and not t.
Reply 18
steve2005
I can now read your document BUT am puzzled as to where the t comes from.

I assume the k is a constant and would have expected it to be followed by x and not t.


i doubt it matters, whatever the question is it has two constants multiplied by each other (i don't know the context so one may be another variable)

but the question is fine, if you just accept it.
Reply 19
2^1/2
sorry took me a while to work put why it wouldn't work.

in your document have a look at step (5)

1bx=ln(bx) \int \frac{1}{b-x} = -\ln{(b-x)}

remember the '-' sign here.

then when you get to the end take out a factor of 1/(a-b), (as it is what the answer does)

can you see how to make 1/(b-a) take that form?

Spoiler



then just use log laws

hope that helps, i'm off to bed

Merci Infiniment!

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