2 Nemal Oishibuh'on |Ronp
Jrlupendent Rant cordatfcn
nesy
e(AnB)> PlA). P(e) mhan d) Dytaiien
1Dpendent DGorrlatien cefient.
> P(A08)- P(a). P() to question ()
l- 6EJ'
r(anB)- p(B). r(BA) + e an qind , one by n[o-1)
he d X-y.
Unit -3 neno. ens
uhe, mimean X, Yoe vaua data
Dtinétfens N
0 Momenty asksng (hes man
Skenees Inan N cheuld be ulbiped 5x4 P
abeue
() Le pokic Cune that rgion
) Plahykuje Cuue then,
" Probabil y Distributten P(x>n) 2 P(Z-0.5- Ara (oul salwe usth cuy m
blw
O Bincmina.
P(X-) = Crpa 3) foiskon Istribuhen me ty
muhieneJ)
P=l-q Mean - np
(ú) SP(x) =)
i.e Rob e-mm
" Mean (U) np sn ) PlX>)
" Vaiane ()- np ahre r the duird
" P(x>n) = |-P(xen)
hX J qreeb les than 0.
{or easy olaton. lte
plx>2) = l- P(x<2) and n ey
I-Plo) +e)] Lompured
Jrlupendent Rant cordatfcn
nesy
e(AnB)> PlA). P(e) mhan d) Dytaiien
1Dpendent DGorrlatien cefient.
> P(A08)- P(a). P() to question ()
l- 6EJ'
r(anB)- p(B). r(BA) + e an qind , one by n[o-1)
he d X-y.
Unit -3 neno. ens
uhe, mimean X, Yoe vaua data
Dtinétfens N
0 Momenty asksng (hes man
Skenees Inan N cheuld be ulbiped 5x4 P
abeue
() Le pokic Cune that rgion
) Plahykuje Cuue then,
" Probabil y Distributten P(x>n) 2 P(Z-0.5- Ara (oul salwe usth cuy m
blw
O Bincmina.
P(X-) = Crpa 3) foiskon Istribuhen me ty
muhieneJ)
P=l-q Mean - np
(ú) SP(x) =)
i.e Rob e-mm
" Mean (U) np sn ) PlX>)
" Vaiane ()- np ahre r the duird
" P(x>n) = |-P(xen)
hX J qreeb les than 0.
{or easy olaton. lte
plx>2) = l- P(x<2) and n ey
I-Plo) +e)] Lompured
