ee#et=eese=o ritaold · t.co is: e l eowecge per if oatecio del eopocto e sr me k=o k! (dollar...
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![Page 1: EE#Et=Eese=o ritaold · t.co IS: E L eowecge per if oatecio del eopocto e sr me k=o K! (dollar foenwle precedent ealcolata ui x =L)x.Eta = e ESEMPW: stuoharil aoeottere della serie](https://reader034.vdocument.in/reader034/viewer/2022050213/5f5f6349e6be5a3fad582282/html5/thumbnails/1.jpg)
Determine ha secie oh . Tayloe delle segment .
fuuoeoui :
fcxi .
- ex × E R
F 'Q7=e×; f
"# =e×
: f"
'=e×; . . .
.. f%u=e× tc=o
ex . EE ELF' G- xot.IE?eEcx.xoT their
e×o
ni quarto R=1e done leaf It=
e±kl
= need .EE#Et=Eese=o ⇒ritaIn pacticolace per xo=O otteaiauio
e×=¥e # txe R
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t.co
IS : E L eowecge per if oatecio del eopocto e sr mek=o K !
( dollar foenwle precedent ealcolata ui x =L )
x. Eta = e
ESEMPW : stuoharil aoeottere della serie EM €5 e,
nik l
cease di condecgenme ,se possible eolcohace laImma:
La serie corwecge peril oateao della eouwecgeubdassoeutat
bearme I EE ¥11 a- Et = e.
R=0 k !
too
Un alter meow e- riguacdare E C Dkk=o #
Come Caso
parkcolare della sail di Re Lauran di ex ealcohata an × :=. I
=D he said covwecye e be somme e- Ye .
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FQ) = 1- Xt 11- ×
+6
¥ = If xk -1 < × < I ( vodasisouegeom . )
fcxl = senx XER,
×o=O
fco ) =
Of'
G) = eosx ⇒ f'
6) = 1
¥¥n÷:¥±¥:D . at:L::LKt 2h + I
fncx ) = seux ⇒ f"
( o ) = 0
fvcx) = eosx ⇒ fro ) =L
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+ co Zht 1
⇒ senx = Ee TLIX txerh=o @h+i) ! ( R = + as )
Analog aureate sd mi olteuere
eosx = If EYE "
their
D= ¥ =n§%×k,
- I < xci,
decwaudo
du = EE kxkt,
- 1 < xc 1.
tcs
fed = lnctx ) =D lnatx )= E ¥51 xk,
- sixes
k= 2
to
=D per x =L EILI "
= en 2k=i k
![Page 5: EE#Et=Eese=o ritaold · t.co IS: E L eowecge per if oatecio del eopocto e sr me k=o K! (dollar foenwle precedent ealcolata ui x =L)x.Eta = e ESEMPW: stuoharil aoeottere della serie](https://reader034.vdocument.in/reader034/viewer/2022050213/5f5f6349e6be5a3fad582282/html5/thumbnails/5.jpg)
Atxp = EE (E) xk-
a < x< 1 dove
isLEXY
( f) = Dj ,coeff .
binomial
ESErCioi@EECaretg-L-aretgHsoaeaToauiuiposrhvilifaltiaretyfzaeetdLe-Dk-2ktg-sktlZkVeRomsm-kEfoeatg1e-aeeetgLqJ-Coeetg1-oKtfarctgz.arw-y.i.t
( at#-ay +Cork- ardy #
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⇒ an = tut - ooeetg ftp. Eu -
° = ¥=D led socio converge ed he poe sound ¥
2) Determine' I pui piccolo n eke assicwae che la somma
partial an appcossima ha sommas della
q.aeEE LEI,
can um evade minor di 0,001 in oodore assent.
=
1 a - an / e 0,001 = -1nooo
Peril oateao oh . Leibnitz ha secie cow age ( eseccroio ) e
I s - sm ) < am , ,
pec eui ceechrauw I puipueeolo m per euian + ,
< 1-sooo
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⇐ 1-⇐anti )] !
' £ ⇐ sooo - @n+z) !
m=o =D @nt2) ! =2 ! = 2
m= 1 =) Gmt 2) != 4 ! = 4.3 .
2=24m= 2 ⇒ ( Int 2) ! = G ! = 6.5 . 4 ! =Tom=3 ⇒ Cna ) ! = 8 ! = 8. 7. 6 ! = 56.720 > had
⇒ m =3