türev iletisi
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Date: Fri, 3 Jul 2009 23:54:02 -0700 (PDT)
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Subject: =?ISO-8859-1?B?UmU6IHT8cmV2?=
From: evrenonarli <evrenona...@gmail.com>
To: =?ISO-8859-9?B?VE1PWiAtINbwcmV0bWVuICYg1vByZW5jaQ==?= <tmoz@googlegroups.com>
benim anlatmak istedi=F0im baz=FD kitaplar artanl=FDk olay=FDn=FD f(x)>0 ,
baz=FDlar=FD ise f(x)>=3D0 olarak de=F0erlendiriyor.hangisini kabul edece=
=F0iz.
On 4 Temmuz, 01:19, H=FCdai Burak Yal=E7=FDn (=D6=F0retmen)
<hburak2...@gmail.com> wrote:
> t=FCrev 3x^2 =3D 0 denkleminin =E7ift katl=FD k=F6k=FC var...tablo yapt=
=FD=F0=FDn=FDzda i=FEaret
> de=F0i=FEtirmedi=F0ini g=F6r=FCrs=FCn=FCz...yani daima artan olur..
>
> 3 Temmuz 2009 16:44 tarihinde BA=DEAK SALIK <basaksa...@gmail.com> yazd=
=FD:
>
>
>
>
>
> > di=F0er noktalar=FD de=F0erlendiriyorsak o =FEekilde..
> > artan=FD =A0=F6ncesine ve sonras=FDna g=F6re diyebiliriz. yani kendinde=
n =F6ncekilere
> > g=F6re veya sonra gelene g=F6re.. yani tek bir noktaya bak=FDp artan ya=
da azalan
> > denilmez..
>
> > yani -2, -1, -0.9, -002.... gibi de=F0erler verdik=E7e fonksiyon art=FD=
yor 0 da 0
> > de=F0eri almas=FD artmas=FDn=FD bozmuyor.. ve sonras=FDnda da artmaya d=
evam ediyor..
> > umar=FDm anla=FE=FDlm=FD=FEt=FDr:)
>
> > --
> > Ba=FEak Sal=FDk
>
> --
> D=FCnyay=FD G=FCzellik Kurtaracak...- Al=FDnt=FDy=FD gizle -
>
> - Al=FDnt=FDy=FD g=F6ster -
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