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Article #60

Re: Help on a Maths problem

#60
From: John Porcella
Date: Sun, 30 Jun 2002 21:47
32 lines
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"Mot" <thomas.sirvent+news@ANTISPAMpolytechnique.org> wrote in message
news:afnacq$10f8$1@f1node01.rhrz.uni-bonn.de...
> Thank you for sharing this messagee on lots of newsgroups...
> Theoretically, you don't have to speak english on french newsgroups :
there
> is no reason to post there...
>
> The answer to your question :
>
> you can take B very Big and :
> B * (12/B) = 12
> B + (12/B) > B which can be taken as big as you want...
> So, there is no maximum value...
>
> You intend to minimize a + b when a * b = 12
> You have so to study f : x -> x + 12/x
> and find its minimum value for x > 0...
>
> f ' (x) = 1 - 12/x�
> f ' (x) = 0 if x = sqrt(12) and this is a minimum...

To ascertain whether it is a minimum, a maximum or simply a point of
inflection, you need to take the second derivative (or so I have just been
taught):

f" (x): 12/x^3...and since THIS is positive, then 2 sqrt (3) is a minimum.


--
MESSAGE ENDS.
John Porcella
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From: "John Porcella" <bronson69@btinternet.com>
Newsgroups: alt.school.homework-help,fr.education.entraide.maths,fr.sci.maths,uk.education.maths,uw.math.mathsoc,york.mathstat.course.math2221
Subject: Re: Help on a Maths problem
Date: Sun, 30 Jun 2002 21:47:40 +0000 (UTC)
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