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Sax? Ss ofS. 4. S gesyy* Po gsty2
Lfs>= {. € des i, sed ts || Smardx = [ e ° aésy)= sf. ee dy
isos (2 = (! ts (a> EK
Jo » & ddf2ay)o we f SS oe
Cc
NS S /
' - ts22 ils al
“ae J. € d2,
“ ALS '
For H (st . “as < ‘
t , We Can ULE +h. sadelle ~porit Petrod te
Yee aay ~~ btic sehavior,
we pee fic form:
Ltsy = J 42) oT i>
ko
chtam
Comp on His>4%0) itn
t
=> 49.2) 2| : ft) = 2s ~ 2x4 -+ xP)
Fading te sutlle Ponts
fitz) =c => fi2) =2¢2 =o => B=e
The wteypest een curtes cwre , x iy? semetart
The widclle pond axis € through Via meddle pomt J ay
2, 2
X=y =O
2> f=tv (We cheese Y=, se the rmlgral ts convergent)
Applying the formula. (9-77, Text )
H (Sper nt Neu &
22S “AS
= rs .
=> | Ces dc = ee 5 ules spe
Fo
Defining HE vxtegra( Trls>
vo
=> L6)= — Fei /
° " C oft! ont opt ) x
5 a Xx
- ee ~ . Se ute
” sys | Lt) di
Ents) oor scott I. L if @uy Cr
S
o> Se feo 1s A Corbnuges Ot Yo2O => Cr as)
fer Us errer Ceiency | ive need nw JO.
i
& jp 7 fe ; Ts .
b> lin = 7 ” furs cen cedes [| aessancic— { weesne «|
ul
LE Te x
& %
24 _ 2 L oped
w ; = 1. Sin nxax
WL \, x Leon dee Zo (| A a
Va
CC NF, CEH
it
—
a
n%
n= oddt
Pe [oP stom =o (ths Symmehy of fic) ade@é-oven )
Por Ve error” eucctermcy , lve need
+
7
pa fo Sen =|}
32 Poly nomial Ware ;
A) -Ae der
2
fix Dx OPEN
- é
= foe = He x4 x3 , fein 2 24K
a on yt fle)
a> Conve mgenee speed Ca 2 Oe (Ga)
fev LY, arvtrr Atture “y : wee need ,
ae =n =m3
Gyos % 2 2
2" 6 XM 2K PD osnacl Xe
= {© XCREXM) OCA
£ 4 % ‘
= 4h ["" ces Nxclx— 2). at oesnxetye
pe
A t 2 q 1 me oN d
27 Chae ces ndcde = 9 Th 1 - a { 2X VIANA
~ n c rH e
po
. 7 .
= 0+ 64+ 2% Cm IL 4 (- 4D] 2canadx
2 e fl >
2h n
= 25 (-1
ne c
L Coy
Jo xteesnei = at sivnx | © Hf AX? 5 MEEK
° 7 ° »
3.
vx yy cosne | + (FS af” [24°C anxtex
= Seat
CO
49 n
a > -. ¢-
7 An ne OP
% ee
n q tay ~ 14 x
GQ. 2 2n (* xt = + a ax 7 Ls
Le
FOX = fix => tn = 0
q 4 5 ef? ? cosa |
a hart = J
a PW) = TE hel = (4
48 If =9
for Uy, Atureey We noed > Fa ~ fer => 7 /
