DeanPortman:
Trying to do this for future valuation, can anyone help?

I need to get 'i' on its own

P= (C(1-v^20)/i) + 100v^20)

v = 1/(1+i)

stay up homies

Didn't you miss a parenthesis in the first equation?

 

The only way I see it being done by hand is:

using binomial approximation, so (1+i)^20 = (1+20i), if i is close to 0 (which it should be, if you consider yield % / 200)

But then again this is only an approximation, and I am not sure thats what you want.

edit: I can plug it into my laptop to get an exact result a bit later, if this still remains unsolved.

"Every man should lose a battle in his youth, so he does not lose a war when he is old"
 
professionalmonkey:
ok so your parentheses dont match in the first term but anyway...

i = C(1-v^20)/(P-100v^20)

i = (1/v) - 1

was that all you wanted? that was like 5th grade algebra

I think he wants i in terms of C and P

edit: i.e if you substitute v in your 1st equation you still get i on the right hand side.

"Every man should lose a battle in his youth, so he does not lose a war when he is old"
 

thats the problem...V is a function of i and I cant figure out how to get i alone, if its even possible

idc if its dumb or whatever or 5th grade algebra..im swampe

I eat success for breakfast...with skim milk
 
professionalmonkey:
DeanPortman:
thats the problem...V is a function of i and I cant figure out how to get i alone, if its even possible

idc if its dumb or whatever or 5th grade algebra..im swampe

my bad i didn't realize what you were asking...

i dont have time right now but will come back to this later if nobody solved yet

no worries, shouldve clarified

I eat success for breakfast...with skim milk
 

If a cowboy rides into town on friday stays three days leaves on friday how did he do it?

When someone finds this answer PLEASE let me know....im swamped :/

Eventus stultorum magister.
 

If a cowboy rides into town on friday stays three days leaves on friday how did he do it?

When someone finds this answer PLEASE let me know....im swamped :/

Eventus stultorum magister.
 
Johnny Ringo:
If a cowboy rides into town on friday stays three days leaves on friday how did he do it?

When someone finds this answer PLEASE let me know....im swamped :/

ahh that was your funniest joke yet.....twat

I eat success for breakfast...with skim milk
 
DeanPortman:
Johnny Ringo:
If a cowboy rides into town on friday stays three days leaves on friday how did he do it?

When someone finds this answer PLEASE let me know....im swamped :/

ahh that was your funniest joke yet.....twat

Twat? You're a brit?

But Rhaegar fought valiantly, Rhaegar fought nobly, Rhaegar fought bravely. And Rhaegar died.
 
rufiolove:
Johnny Ringo:
If a cowboy rides into town on friday stays three days leaves on friday how did he do it?

When someone finds this answer PLEASE let me know....im swamped :/

Friday is the name of his horse... stop being a dick

THATS THE ANSWER~! THAT WAS THE QUESTION GOLDMAN SACHS (EVER HEAR OF IT) ASKED ME ON MY INTERVIEW!!!!!!!!!!!!!!!!!!!!!!!!!!!!

Eventus stultorum magister.
 
DeanPortman:
Trying to do this for future valuation, can anyone help?

I need to get 'i' on its own

P= (C(1-v^20)/i) + (100v^20)

WHERE

v = 1/(1+i)

stay up homies

Maybe you could explain the specific problem you are having trouble with, there might be a way to do it without expressing i.

Or is that all you want?

"Every man should lose a battle in his youth, so he does not lose a war when he is old"
 
DeanPortman:
I on its own is all I need lol. It's just aussie bond future valuation

I don't think it is possible, as any way you look at it you have to solve 20th order polynomial equation, which is impossible.

So the only 2 ways are:

1) By hand, not accurate - binomial approximation that I outlined above.

2) Accurate solution - use any numerical package and plug in your values for c and price. WolframAlpha if you don't have Matlab/etc

"Every man should lose a battle in his youth, so he does not lose a war when he is old"
 
protectedclass:
Not solvable. This is a subset of math called Group Theory.

Anything over(I think) 6th degree is impossible to solve analytically.

5th degree polynomial

and the day they start using galois theory in banking is the day i get back on my spaceship and return to my home planet

 

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Sed delectus perspiciatis et natus neque soluta. Excepturi cum eum iure quisquam et rerum voluptate. Omnis culpa nostrum cumque illum ab est suscipit quisquam.

"Every man should lose a battle in his youth, so he does not lose a war when he is old"
 

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Eventus stultorum magister.

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