Noort = Mohasmmad. : Bai Lg Ansar?
Coure- Bie, Matharmatic
Semw hy — oth
SienoA
Prctabilaty cond “Stata tits
Aadi gmat
= Numuntculs on somdsm
Vortobug :
—Dote dubmiudovr = 8! 0% Pipl
- pen Lain
Noarnbin. op bagi = Seat Pewee: rely
—~
~~ the Veoubh ued ma a fiend. Adtnibution.
—SolutiOn= 31 3+! = a
@) fero2s, fre ors, fier 0:26 fess 0-25.
ree luy= — 0.25 £0 whith ie_aaot. 7
thse volt —_ Cwanroot be. ds at
fla. = O15 fe 20:29, faz 0-29, an fina
> (4) 2 O1St O24T9It 0209,
22)
=f —_____t
05 thre _voduer Coun eae. 24 thes vile of
a Prob. littribution + —
© fers fl sie figs fi 25 |
— x ae a
ay p “Ug a 7
fence tr. redid “Ca _a20k ence tha
—Solsitiona=s.2
@) fo = 222 fer ze), 2, 8. cae
X ea bila = 4 Ss
bar 0 7s Ps ys toa fos speo
Ans thet a} 2 farction Con rot sone od
frrb Adinbltion.
() frre—y for 2 221,0,2,3,4,5-
ma Lo 1 2 3 —~ S —
| ou) oO Y30] 30 Y30 | Leo 293-0 a
= 2 1 =
Gre 4 oo
» Aaol
Hoente._ the 2 Woltta Cow Avon He
povb Mite, oo
a a + 5 - 5
© f : fp X20/1
iat mame 8s ee a
(2) YS [V5 | Ys] -1 I Ys
ee ee :
fou 2S 43 :
Azo e
fone fhe gflazaa dina a4
p> oeaety olanbedinn _ firs 2g fora 4 fyy2
f* fe RGD f* Kee)
= = fiepe ek : 7
KOk+ ——
Clblddddddl
F
|
F
a
Spy. + a G = _ ue |
meg 22) (ke c(t) (I ti) eCity
‘
= g+fitoe Bt --=- tk fo
RCKtD 7 -
A . : i _ : =
tC Rt) eee Cue Cp me eee
__ RCRD £ = _ R ma
_ ob PUAN brnA
Ls zt
Obed
i
w
bid
“Homit_. ftom ovine. OA fob olyinbunion - © .
= — - Sotution=J4 - — :
ao =<
fen = Cx fox 2---5
Ca_2} = Z x2!
ae 22)
(6)=C_ 2) Cet _!
2 fe 1s oe
to
=f 61
XI (S&H)
SF 21 >l-:-2 fo
Azar 2 OC + A20% a
ho slf{ebo rit aire + 7) o1,4 4
c [sy MI 21 3 yar 4 sr |
a
a
1
fe
Ly
Poet rt)
12 24 Jad I oe
ee ee
fm = (= KRE 1 asO.42e-— 7 ladeep
SOutOn = 3-6 -
212 --- -
— =
'4—a.— pooh clash flagaa ——_____
| -
be a oi
ee = = Az a Cleaaag =
Ae, think. ae 16 valiu of 0 duel thot =
fa ton dome ox _frob! olgh - Cn
0 o
Solution-23 s
~ %
0 fn eC for BaD} *
cS oe ;
Lo) 2 2 4 7
v t Ce Cx =) a x
- Ge e
fi 22 ue | 5 3 _S
7 5 s
: — ®
fo z= 20 Ye - aaa
- eae s
—— G ~ _ a
eg a | |
4 I |] |
i) | 3 9's | |
ol a I |]
4 7 |
9 | If
fi tr | | lq
3a | 0) | -I]a
ry Rey | olle q % |
| | so} | py jis 4 | | | | |
r i 7 ns) | | |
J) RE a ere re i |
Ly | Bal ||
a) |) | | | |
| 1 ralP] ea] fee] EF | | |
td | Fr} | | SPY SEY EL |
4 fay |] SE) IS
| SESE $3 - 7 a) | e tH)
| ; | | SS |! cy -| |
RL LET TELL ASUS Sp] |S
| |
PIPPPPIPPPPPPETIITTTS | Phy dd]
edeeliedvied Weld eceaddeaes
= ea eo lol al eo a Solution — 3:9 _
€eee
~
Ne @) Fiiz02 | wae 0-5, Fl) 20-8 wept ces _
~S _ —
wg fe Fi =)2> | d £ douse 2g
bi bution tO + Oo
~~ pve Ow s
sp (0) Fuiszo5S Faiz Oo , Fs) = 0-8, Ptaal-o |
mg —fbowe__ Fx) 12 prob ola P'buty Ou _frecects Oia -
~ FQ) (Not busy
™O__He7112 gia voluas Com 20 ohes0. oak
my tn Bi baa furic sos - —_ _
“Po Fuso Fz = 0°Gl | £(s) 2.68 Ae)2 do
“>
mote Fis) 2 1-0 ermal F(x)
Ss S
Cofh = Ys fits Yo, fle) = flea!
vax [i fa Te Tio a
Clken) V3 We | 4H Ve —
| |
Solution = 3 (2 —_
oe an
Fey 2 \ 44 -l 1am 2 ro
: Ss 5 =f ay
gL. Seat acer tir 2 ow)
0 “3 2 |
34 pea elosy 2 (43-2)
a.
Ysa ec en eee a) ay
ape alae
P9663) = ONG | — Fboe [2 etd gq LC genie for 2a fe
ne aie pe ~ : — -
aaa! esp 2 Ly? ane aga
igh ch _P(y22-2) = p(y 42-2)
aa) 2b [least Guna J ®
—— Solution ae
Fes ff eo
(2 -
~ \ ot =z 0 Epos eee
~ Teo .
_ 7 :
aa)
>to :
lof 2% 2b omeiff wy 40,
Bz da dt _
= 2 :
att e* olt S -~e*
to o
z 4-6
o
Tl —
[ 1 E 20 C62(I-x) 7 oexel | - fonda af jut
=o
m2 f™ 62- Cx2da = oF
o . . 7 me a = [yo = Peery]
fea
O_POeL)s pel) = te)
epee ze [- a
“Ts st ae . ee
= B= G+2 - ft. eee} _
—s— 7 ——
Solution = 3:52
7 Cy Oe Re} =
$e Ad —Leaey
— ° ce" - ;
For _240 i -
ge — ——— — - =
{ Odx = OF _
-— — _ — a _ — fox 2 SRE _
to ben Fal =
—+O+ray®
b|
‘i
Mu
+
>
1c
i
wilt? _ Gelution-S:33
Ca eR eT =
=e Smee :
ao) Jew @
or to + fax~ 2]
c a st
2 Ay gx-2- geet
2 cs Zz .
st 2x i
2 2 ot geal =
2
onde
— { 2 ne a @flogexcs) = (P" Poadx
a comme —_|,., b
ofpepe ta
o =
oe og
= log Gain
ae F1r-ocx fof 2(-2)— 1 [ruy- 1] 7
2L a Zz 7
28 + Oey = fous) -
a2 ae .
: . SYO— O22)
Je ORG = PCO: 6 aexve2)
1) (CoB 2x e (2) z E(-2) F 6-8)
= 0-68-32 - a
7 = |o-26
< (CO -6 cxe)-2) |
al] 3) of = Fle 2
z eS Zz = 5
@ 4 (%<5) f fag, —
re
- —=2 |S
i = 3 fi ao
oe ff 2s
a sey
ROT
ae o- |
cy Sclutiou= 341
a ee 22D
xe£0>
@elke2) = 2). :
eyes (ae
© Piex<3) = FG) -En)
= 1-4e*- (1=22"
= l-ud3-t+2e)
zoe! -ye3
PeCEX43) = 2
Pane
© POON = 1- pC x45) = 4 FG)
os y= ese TY
= sel
Lie) = be @.
~ Solution= Seye _
fim 2c Fry
i An : =
zd (t= (anpe*)
on
= [i= &*- xe*] Dee
@ pixe2) =(% 2e% da.
clacte* 12
—— To
_z-e* [tx] = |-2¢%
|ecxe2) = |=-3e ©
@ p(2--2) = £2) E
See | t= P(zz-2)
q
O Ren) = Pe=2)- ee 9 ( betaunen 224: SE nett)
RZ 22-5 7 norcen ene 2al66) =Onacy)
© _PC x 2229-05) 2 1--p(xe 229-86]
ete ff 00 ala. : -
a :
9. 6S
= _j{— 6 — [- L idx
V2ATTO 7 =
= 4 = 2: s = _ 4-o-u4 _
&
Us [oss = Pixs 29-36)
oe EOE
anit ent ee
_eoeoe ss
fe fea e=33) fees
4 — ps Mote | se = cal
bela) a fT
te6—
28
= fee = aT =
288 oe i)
oO Pex KZ z=.) vs {Fe L_( Be-m2 Jd
BS
a ee #15 7
2 [foe os Pe =
3x28R IB x fa Bes e]ee]
—(- joo +t} |
ea “ er] : #3252 plye-1)
Boy Bey
{P (x2-1) = 325
Boy
P(=3
{2 alt _
=1~ [-loooofo~ 1 Ve
y 2
L @eors |
=mea|eeelooo LJ
Foor i
: > P[x4 lw)
sn
© _peexzein) = 1 fon dx
a PD
—l0000 = 6
3
© fase
ze
AZ © “Pl 12 € x 215) = FUs)- FD
= |} 28-1 + 26
ie gy
- ee UL
ee gf _ wy
zl + 225
1296
———————— ee 