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April 28, 2024, 09:03:50 am

Author Topic: Halp pls  (Read 8493 times)  Share 

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SenriAkane

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Re: Halp pls
« Reply #15 on: December 09, 2012, 12:32:56 am »
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RedHeadedLady, you are a maths goddess :D what studyscore did u get in methods when you did it? i have a feeling you got 40 scaled at least
I am ashamed to say I that I got 38 raw and still I cannot match RedHeadedLady :P

Nagisa: I see a stray Key/VisualArts Fan here :P
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Planck's constant

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Re: Halp pls
« Reply #16 on: December 09, 2012, 12:47:17 am »
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r is obviously 3



Not necessarily.
You get the same answer with r=1/3 & b=9

Anyway, TrueTear's is the complete approach.


TrueTears

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Re: Halp pls
« Reply #17 on: December 09, 2012, 12:57:04 am »
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I am ashamed to say I that I got 38 raw and still I cannot match RedHeadedLady :P

Nagisa: I see a stray Key/VisualArts Fan here :P

haha Clannad After Story -> best anime ever in the history of anime, if you do not shed a tear in this anime you ain't human!

but yes, Key is fkn amazing, can't wait when little busters finishes airing, hope it lives up to its VN
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Nagisa

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Re: Halp pls
« Reply #18 on: December 09, 2012, 01:08:07 am »
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Not necessarily.
You get the same answer with r=1/3 & b=9

Anyway, TrueTear's is the complete approach.

how does 1 cubed = 27? if u honestly looked at the 27 and the 3 and said "hey look its gonna be 1..."

FlorianK

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Re: Halp pls
« Reply #19 on: December 09, 2012, 01:13:07 am »
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The actual solution [nobody has the solution written in the correct way atm, in the way as its not a proof. Its not a proof in the same way as f''(x)=0 is not a proof for a point of infelction.] will be up after I'm finished having lunch with detailed explanations.

Planck's constant

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Re: Halp pls
« Reply #20 on: December 09, 2012, 01:13:19 am »
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This is how I did it in my head:

Find the factors of 27:

1,3,9,27.

Possible combinations that would multiply to equal 27 could be 1,1,27 or 3,3,3 or 1,3,9 etc.



Sorry, not rigorous enough.

Why cant the factors of 27 be : 1/5, 3, 45 ?

TrueTear's is the complete method

Phy124

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Re: Halp pls
« Reply #21 on: December 09, 2012, 01:19:37 am »
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Why cant the factors of 27 be : 1/5, 3, 45 ?
The coefficient of the term is a whole number (which as shown further down is the sum of -a, -b, -c). I observed this when I first looked at the question.

TrueTear's is the complete method
I do not dispute that TT's method is the best, but for the question at hand I found the way I did it much easier and was just offering a different approach.
« Last Edit: December 09, 2012, 01:21:12 am by RedHeadedLady »
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Nagisa

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Re: Halp pls
« Reply #22 on: December 09, 2012, 01:21:51 am »
-1

Sorry, not rigorous enough.

Why cant the factors of 27 be : 1/5, 3, 45 ?

TrueTear's is the complete method

look bro, were u raised in a tent? if those were the roots, it wouldnt be in geometric progression. Pro tip: read question next time.

Planck's constant

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Re: Halp pls
« Reply #23 on: December 09, 2012, 01:26:22 am »
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look bro, were u raised in a tent? if those were the roots, it wouldnt be in geometric progression. Pro tip: read question next time.


1/5, 3, 45 are in a geometric progression, r=15

Planck's constant

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Re: Halp pls
« Reply #24 on: December 09, 2012, 01:32:35 am »
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The coefficient of the term is a whole number (which as shown further down is the sum of -a, -b, -c). I observed this when I first looked at the question.



Who is to say (without proof) that 3 rational factors of 27, which form a geometric progression cannot also add up to a whole number ?

Nagisa

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Re: Halp pls
« Reply #25 on: December 09, 2012, 01:40:32 am »
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Who is to say (without proof) that 3 rational factors of 27, which form a geometric progression cannot also add up to a whole number ?

the fact that it only has 3 roots, and that it is 1/5 pretty much proves it. only 3 coefficients can have , and so, it just couldnt work man. get around it man, no need to try so hard.

FlorianK

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Re: Halp pls
« Reply #26 on: December 09, 2012, 02:25:13 am »
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Here in some more detail.


Planck's constant

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Re: Halp pls
« Reply #27 on: December 09, 2012, 02:31:01 am »
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That pretty much covers it, FrorianK

paulsterio

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Re: Halp pls
« Reply #28 on: December 14, 2012, 12:05:54 am »
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I don't understand why everyone gets so heated up over things not even worth getting worked up about?

Nagisa - just stop being an asshole, calm down - let it go, why are you getting so worked up and pissed?

Argonaut - learn to respect other people, Clifford (Phy/RedHeadedLady...etc.) was just giving what he thought was a reasonable solution, if you don't agree with it, just say so and let it be, no need to put other people down - it's just a maths problem, do you have to treat it like it's the end of the world? Just be nice - I see no problem with what Clifford posted.