apt
Couwino P'rab
Distibuiou
Uijam ob.
Djihmbuiou
Naal
Pro, dil tib uhia
paneutial fro. Ditibuhio
Oniloum
Prob.
Mea
Dis tibukaa
Reaomglar
-
= +
in
hape
|Xu( a, b)|
Standasd Deuiaian
=| b-a)
122
Plw
Deity wkio ) )
Pro.
-OL
Aa it
*Nomal
a
alwai esual
L]
to
Pab. Distibuio
-
be
hape
- fx-
e L26
27
Mean
mediou
a y p t otic -
mode ( ymmetmal)
=
edy i
0
neuu t o u
x-ais a d
extend i i
Stodaud Deuitias =1 , we
SPodoud NaAmal
Prb. Disbuhian
o a d Nama Value z
X -u
(z dishmbutia)
e
ut
i
Ru values to
pababilify.
nd
t
ouea
a
namal distib.
binomial distibuian betane
is aAnAl
This
age.
nbuswu
a
*A
a
,
to he binowio
Caueutian
%Cantinuity
ushratu add
fauha
i s e e prab. utan
eltimakug
pras. nctian
LQninaus
0.S
when
akleaut
X - o.s
X
o l Han
x+0.S
X
le an X
Expontial
alwa
X+O.5
X
leu tha.
X
X
-
Distmbutha
pouiHely \hewes
hme
aTake
a t t o l to
Paixo
teltells
0.S
denskd b
.
Jistibuia
P()= Ae
ca
AAL P(x <*)
e"
-
=
- u
e
f (x >*)
P(x<c)
P b e x <c) =
AL
=
P(x<b)