Jiteepaalou
Siatttag Opeaate Aundamatal aptakot) (E)
A2d
A3 ontral Drfeance Qpeat
43
(5) Swt (Fyndomena! o per cat al (E
Rola tan b Eonwoad dsR. opeootal Qnd E
BalEt)
(VE) Hn= VEsn)
E (-V)
heneeproved
VE = A
costt nd
Prove EV= A=E
(EV}n
= E(jyn)
= E(Un- n
Un n
A f 2 ) = a n h +b ' C a n
anhn-+ b ' n
A ) = an(n-)hnt ban-3
43=O. 225
AAtx)- an h
Q. u5 S5 60 65
-2.4 Ayzt£A22 AHt32
(E-1)'o MU t6E.
tg38a+34-o=0
1=ntph
Aterasc heuhou columna0,
uston Fwd uothod
Contra Mathcd (Notn midekm)
Nouston
21
2uoNuston Fatand Hathod SRaced data
1961 1491 1921 199
93 101
Popdasng):46. 66
(hhousro)
(20tph) Pnd
t r 1 S
66
31
1951
146)
&
21
L231
11
(10)
Date:
=UGt8t 0.60.12+o1u8
yclgss) a6.84 thoand
AA A3
= A(1+A)Ho
ie-)3t+P (P4) CP-2)
PCP-DB+ P-2)
31
31
GuRlgIatmuta
2
3
aur(e-)CY 0.51
0.S3S
a O. 52.
O. 53
O.555
0.55 o. 543
0.5)2
0.56
o57 0.580 P0.31
GSAT0.S65 do.3
O.S1 o.129 0.c09
0.S20J3 O.008 0a0020.004
o. 001
O.53 o.S46 o.009 O 0 0 O 0 6 2
D.S40.55o.008
D.5S 0.563 o.009 O.001t
0002
34 0.56 0.S2L Oo0R 1 0 1 0 0 O 0 o 2 .
A4-0004
O008
-0.016
5 A2002
y0.555 t0.3o.00ES
2
O.000045
-p0.00004
+t363io
O,000O 134
EO. 5575134 S
Eeiektels Lalmedar
Ex
F2
B2 By
Ftd Cos C12S)
L000
GabO.4962.
O.9649
0.439
Fo P
l.000004351
o.9962.
o9248l-o.6i7 -0.0168
15
20
3Y
51
31
-2
31
5
3
51 (
o.9463
n the tat
(1)AUnnown data fes Wa
BackuDoo muwo
we Aouston
e
aAUSS FuD FORHULA
(u) AUSS BACMWARD FORHULA.
STIRLIN a EoRHULA.
Can e itQ BESSEL OR EVERETIE
FoRMuL.
CLaL& Nated
foadt wittt dtvt da d dheanceA.
(Xn-o ( n ) ,
Proof
xn)
R)=6 (a)(R-12)(-).
Qn ( 7 o ) - X ) . . .
(O)(%2).(Io7,
( 0 ) ( 4 - ) - - (70-*)
Puttngthee q C0attcess
(70-21) (%o3)-- (7,-7n)
+(7-26)(n-13)- - (a-n) y
(21-%0)(2-74)- - (1-n)
Ca)
(n-M)-
CMn-u-1)
Rnd y(4
150
29
1459
3 a366
C2-30c2-1) (2-3)(2-12)
(5-4)(5-T1)(S-132 G-Bo
(25)a-I) (a-3)ta) 21
292 265 U A 2 6 F
(u32 32
O1-4) -3)in--) 2366 13e
14 5202
Ci35) s)0341)(3-12)
ya)=150+ (q5)(2)
+ (a-5)(-a) au
+(4-5)A4)(2-1)
