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a, Bo-8 {etre nen)
1a, (i) Hees omc = 3 aT Ae, is SEAT He DAG Deb
a (3-1) G -2) 3-3) + AG -2)G3-3) i = +370,
+BG-1)G-3)+08-)G-2)
M, 27-0+Ax04Bx04e%2%1
4
M2520 ref wa a4. F
a Bivens. Ma sy24 2 ~3xtylzt
M= os, x eee 3x
295, (DARGA, B,C 495 PH Ae,
4 1
fonee)
G-DE-DE-9 "1
Gee ee
(X= 1)(x-2) &-3) ie I" x=2" 26-3)
ABR act re Suen ees 1| Bh ers 2108, 169) = x—5) 062 + 94y*
* qx s. 3x-S
Berea cerry
(DR 44 SORE Ge — 37 Tat aA,
3x-5 = A(x ~ 3) + Bx(x-3) + Cx.
+ (i) FR Bone x= 0-aPira TE,
xx0-5=A(0-37 4B x0+Cx0
7, =5=9a
5
(i) AR ge Bone x = 3 Frere 8 34
| Brom ame, fix) 4° ae 0149
FEMA AC IPA P= 1) +9
2 daa 14949
4+ 18= 10
JQ) =4x2—4.2-94243 ‘ - te
=4x824¥4—18+9=32-16-9=7 Gy a Bene x oe
J = wentteenrarer aid) Achat
$9): DC)
+ oe
irre re, ears cc
een o--Ae-2)
3
‘STATA, (i) A a BORIC x ~ 3 AFH oT, &
~6=A2 3-1) 3-3)+B2 <3 +1) 3-3)
‘ FOR x3+N@x3—
A, -6=Ax0+BxK0+C%7"5=35C .
ae. Pi)n4?—t00La4e
aay! axa $x43 [0-3]
Axio 12e 1340-210 +5643 | ge og
_=23@x= 1) = 5x@x-1)-30x-1) NS a) 4 2 BOS a+ 1) RM, a 0TH PM
FOr“ Gx-$e=3)= 2x Neri tx—orm3y |. Gee ane ome sat
@r=1) (x2x+1)-30K+ } |
© 20 e+) 0-3) ORLA
oxy aa aeHPaT Beoteye re BOM = (2x + 1) AR (x—3). [Berri nese 1ix=6
SQ)=2*2 43x21 x2-6
324843 14-22~6= 164 12-
steanre) ae ee,=o oy
5 AC) +02) ssoen .
a 2*(Dedior tonne ;
Lidge y= Lax
oe cmon en
Sta) + he + Lhe (047)
ST, AEA Ae on wrt oe
heron sie) =n 7 42S a
Beemer ancy ti=ys rege ng-yen
ee ea
: 00)" GF Deas
peat ees
TG =yFD¥tl yaya
Barres (y+ 1) (7 7 +1) Wi 9p FTE TR,
2y= AGE =Y +1) + BY +O) #1) ane
“fac 8,
eer 7 w Gh W G+ Ta-7=0
21) = AE DEE) + + BEDE. CT#H > | ORAM Gt Tae
a, -2=A(+1+1)+0 qti- ano
Nag
MW, -2=3A
: +3
997, (DAR A.B, CTA AHA MR,
Dig We
, epee
phy. i
wre -ye) yt! aoe
z0tD.
ie
=-3y;
Sora eas:
mela eo
+ sage.
See meNene me Dee Re
+BC2~1)(-2+
Mi, -8 OFA XOFBEI =I HCHO
7, -8=- 38
1 Bok i
(iy #4 a Douro x =~ 3-APrcH oT, aoe
(3) = 3-342) (3+ HAC I+D CS
+B 3-1) 3+H+C-3- E342) ~
5 P=Q=R 5
WER, PQ+OR+RP=OGRP= QR, (CANE REM)
Sepa cere | 3-27-04 Ax 0+ Bx O+C(-4)(- 1)=4C 5
FMS, (x +2). Px) RAAT GT SOTA | al.c--2 ¢
rabble :
a
9 Bjoern cor os 8
ER LOA TTT: rPremmeey | oe ee
BB cron wre, Py ax + 4x +x-6 _PG
Bae a BS coe rn nee xen Pts 31 5
AA 8+ 4442-6 — 16+ 16-0
+2), Pix) EA AB Dees 1 (RATT TN) 5
3
BR chem aire, Pixy=x' +4 +x-6
GAT, (x — m) 6 (x — 9) BOHE P(x) te Cees EI
17 Gaia aioe ear
Pom) @ Pla) BOC WAR aT AeA
sé, Pm) = Pa) | 8. 2e) 1, Pe) <2 ale Betis xem Rw CE, Ka, & 4
By. m+ dx? +m—6= n+ An? 4-6 Foo, Ogg cr sehr Sateen erate 8
1, m)— 9? +4(m"~n’) + (m—n)=0 4 OR cea TT: Pfr 64
| (m=n) (mn? +m +n!) + 4(m-+m) (=n) +(m—n)=0 eS A = log 4—Lomy3 re
a,
a,
@, (m—n) {m+ mn+n°+4{m+n)+1}=0
i, (m—n)(m' + mn +n? + 4mt 4n+1)=0
=0 88, m?+mn+n'+4m+4n+1=0
SAI AH | CORT, men
m?+mn +n? + 4m +4n + 1=0. (@nthre)
BD chem aire, py =x +x + x-6
2 PU)=P +4? +1-6=144-5=5—S=|
AS, (x — 1), Pla) 64 Hh Beer
OF, tax + x-6
malt 4stear6
maces ‘Sa+60-6
Hea 1+ Sua- + 6-0
D@+5a+9)
=@- 1) (e+ 20438
4,
Soesendy=6
My My ~4)=2y—6
e ele
yaa
a,
iy udt=8
\ Pg BES ray x= FN]
2-6
Fly
4
exrioy =
698, Fi) =F) Bm,
i
1
1
i
i
| ube_mu=6
{Nad Bee
[M1 21 2~ 84, ~ 6+ 420 Bee 6 2
| A, 85,4 0y-=8u5 +62
| ™. 2-2
[os mem
4 aay 0) = FQ 2 x, =
| sean, Fy eae mem
1B orem sce, Gog = 2 +2x=3
i w@xe=3
x +3) 1x +3) 1) 43)
+221
renresy) :
oe
(pe A eaeTe BOAT (1) (+3) MAL ETE,
D4 2+ 1 axle 1) +3) 4 AGES) + BEN) se
Re aiteact x= 1 Brame,
42x PH1=10 +9) +A43) B01)
a, 1424120 +4A+0
a 4Ane se
: ;
a Aste
A= hs
sat, (apr tRrein = = AER
3 42(-3)84 1=-3E3- C343),
C7237 FACS #3)
i, -27+184+1=0+0-4B jeede ot ae. ay
ee N@ 2) =62)'+2-2)7'-(-2)-2
=-8+84+2-2=0
‘feta ao. phe
Bicone Mes y=resee 5
O97, Mir, 5,0) = Srst EO, +s! c= Brat
Mots +P —3ret=0
A, Fer st [94 6-9 HCH} 0
TH +s+8 ((r-s)'+(-1)'+ (tr) = 0.
SH rte+1=0 86, s+ (6-17 +0) =0
fag oye ofa maf er a wre Tore TA ETH
we (r-37=0
A r-s=0
adi, rasa
Joa r+ 541-0 8,
Boon are,
Noy) =22+2x°=x-2
Bax! 3x! 2 Set 2x2
P= 1) + 3x(K 1) + 20-1)
A= 1)8 + 3x42)
(k-1) (RP + 2x +x+2)
= (6-1) xx +2)4 18 +2)}
=DO+ +2)
ais Sees
EIDE EHD
i BY tC
Sset xs T Rede
(eats)
GDR RD,
AER (1) OE BOM (x — 1) (+ 1) (+2) 1 FTAA,
22+ Sm (x—1)(x+ 1) (R+2)+ A+ D&K+2)
+ B(x 1) +2)4 CR 1) FD
(pre ariteace x= 1 fice or,
P+S5=0+A+1)0+2)+0+0
@, 14+5-Aex3) i
I, 6=6A
Be Ge)
MGC, Pla) = 28? +x! - 6x. Javad ree
A. Ply) (y- a) TR (y — b) TA BI a AH
SIME ANS, CHIT ax b, BEA OTS
24D) bath + ab? +2042
a. Soe see ome ert a
> Pree
eeacta: 2x +x? 6x3
| ex+p,.2y) 62 or Somme xa a (3) 0m
porta) aC 3° Gy) “Qs
{ WN, (2x + 1), P(x) aH aA Bera | (HeHCAT RM)
4B sem ane, py)- 07+) 7-1)
5 PO) fren Sit Sacm SIAC
| P@)=@ +3) @=1)
| $87) & ty—b) Pea Sin Face tee
| Pe) = "+ 3) 6" 1p
Pla) = Pb)
(+3) @—1)= (0 +3)@7—1),
I, ata? + 3a? 3 = bb 3bP 3
af +20? 3 = + 262-3
I, at—bt+ 2(e' =) = 0. "
(2 +07) @ —b}) 42/7 — by =O
bya? oe
atheeS ree
‘OF DY~ 1) yt:
Dg 3
-WOF*+ Be Hyg 4% Oe =e
een
( +43)+ (Gy Dyin it
YS 94 BY? 484 3943) Dy tye
PRAY 3Ay—Ay dA spp ene (y-D
4 + 3By+3B. i)
a, PHAtBHOY+CA¥BI DP OY cy-b
+(GA+38—CWy4 (3443p,
pcre ye a ABD) on 8)
CIP=AC I~ 4-17 +3400)
BR ~1=At-2)x 4), 1-9 OTS ee
2 Ant X= 1)4+3x00— 1) 420-1)
(x1) (2 + 3x +2)
sare, a7 Area, y 1 0
ae aor a=. (emte) Da, 1-3x>0 let aa
cheat 5 os2-6) €RAK (1,4) eR
Se aaa
:
RIA FE ee | m™
Bevo aire, Fy) =p ay" sy 5
Fy) GF (y—3) WA S14 am wien,
FGs)= 9-38 +559
SR FY) Fy —1) WH Sit aa SITE,
Fat -3P + s1-9
+ Fs) =F)”
M8359 + 53-9 P 3 + st29
Wis -3s'+3E + 5s-5t-9 19-0
AAAaA
st+0=35—3t+
Ste +st-3s-3+5=
[aw oo > sien care sox
ANTE CH, 3x + 1, P(x) MA SA GerrrTet |
SL. Px) CH (x — m) GAL (x — n) WA GI HCA A AR
INCE AIC, CIRTEA m# n, BLA CARTS
+ 18mn+ 18n? ~ 15m ~ 15-150.
Mehr Wa IM FH
PG)
ORR etCHA ANTE:
BB creer sae, Px) = 18x" = 15x? x42
ax+1=3{e—(-})}. reo neat Bere waa
r(D-om
> fremeas @4
180 -15e—x42 |
Bx + 6x! ~ 2 Tat Ot
= 6¢G8+1)- T9041) 20x40)
= Gxt GR = 7442)
= Gx+ 1) (6x! 3-442)
x41) Gx2x—1)-2@x~ Hy
Ox+1) G1) Gx-2)
1
(@x+1Qx- 0) Gx-2) Gxt) @x—0)prash
(RR aH BOM THT x(x + 1) NTT
Axe 2m A(x + 1) + Bx.
(AE 4 x = 0 WICH ome,
2x0-2=A0+ I) +0
3 eae
Bh ere cre (3,5,7) or 11,2,3.4)
AR P= (3,5,7) RQ (1.2.3.4)
tae a
2@1)-2AC 1+ D+ BC
es
~4--B
| Baa
2x. 2
|) @Re As Bax arr ome, EST
pitas? (22,04
ONG, PS QB ABARAT Ce aemae Fey ST |
Ps Q ober ARE CAT
ff, num € OO f
Jos)= ma
Rie)
26, fo) Hen cree we ea AH 6 GR
4%) = J) 880 3 =%3
ey 1
Ses) fs) ae
fy (L#24) (1 = Sma) (1 +22) (- 5)
f, 1= 5x; +x) = Sayq = 1 —5xj + x2~ Samy
xt Sx =m + Se
[ew oe yet aE Rote : va} z
17.
1
1
1
{
i
}
}
|
Lap -Vicmen ag
Le. ry en comes en
[al Pep coe ter Rem Ret
Fo Ua) Co Res wc are HL :
| ere ea ater: 4 J
V@ro-Vi-w er wath -m205) 6 :
day, i
ae
I:
™
™
a
7
Gx = 6x3
‘iat core €
fy OAT e-ae BIEA | FoR at x33
se, 8, y= 40) = j Breve TES
+x aff, y= F(ay= fl —25 | - 2x “ 3 :
ade Ra)=y
[e F'UF@) =F'O)
Y1a5x
y-Sry=1 4x
yo I= Say +x=x(5y +1)
x64
2 oe ad
er a9 co a 5y +1 40
x-F'Q)int
n=ty
Ply a8 mem aH
Betws eM ed tes 45qt 06,
ea x
WT RDO, Boon oH 1) HEP
aartpet Age 8 i
Rargasa" eats 8 eae
MPR FR -44N-F BEE cnn) | UE TE
UpRR e ORT (0-41) (9+ NR ”
2am Ale + 1) + Bat O)(a+ Itty
+ Dat EVO sen)
GAB ereFB ET Tx a 7H TEE IE FATT |
MRA x=-4 FM, 16=04 AC 4-440
ee GRC ata ne 6 es mS RT
aI, x=4 5, A+B=07- oe o ote
16=0+0+B(444) 340 =f
et BHC#DHE=2an.
. es AFC#B=O oo
eat (8 OFRR,D1E=2
Qe GRCRBA+C+
| ye opewe,p+B=0
| @)S (OFS BB, 2-271, D=1
| age 7a "
fa) = 2 + Sab + 60+ 8 GR Hla) = EHF AP | ye meee, 24+D=0
dere ah , 2A¢1=0
%. f-3) qa Fe? apm 2AsH1
at fa) Hap eR a—qQ UAT EM aan aH ew erIETE |g,
1
yt Aas
CE TAT p 4g, OH OME.
| Say Hees Fat 8 1 B=} (0) cal ad
A, gla) CH TIAA SMC ATM FF | a watson
OUR eH AAAI : rmensend
EB care, fay= 2 + 50° + 6048
(3) = Pt SE FECTS fe
a2 45x9- 1848
oo 274+45-18+ 8
=8
Fetes.
Bren are, *
fara rset bars “
fa) CF (a= p) TH SAFIN SCT TS
“po)= 9 +50 +5048
Be eR ATTEN ES
Setanta em+ GOI, Pog) = fax R S%ex<5) =(— 2,9)
ER crom sire, Fee, aay ay
FO 9.2)— Fagg WA yt ae ae
= OG) -@)-
a Lb EERE
aM HG 8 ed)
weilea) GaGa}
fog wor wes TAG Pw ore exerefa aH
(i) AC x= = 1 ICH
Cay os AAT aie
mt mary
heed
1+A¥B=0
i
i-f+Be0
2
. F+B=0
: pa?
| enzinece °
Ja, 23+0-0
i
4
a Z+C=0
ace$
{ OF, RG A,B, Coma Pica Te
woe
DET TT
Sa
ye
#R g.4.= (+41) (a+ get), :
x Vimy =o iy ner A)UE, FY, =P HPS aL ay,
bie) a b+ OW sabe ie
_ xtytz=(te
x-y=b+c—a
y-z=cta-b
Het a-b)+@Pb-gaae
nave Oe
|) g-x=atb—c-b-c+an2a—20
OF, FO, y2) = + YP +2 — 3uye
HPx+y +a - y+ 2 + ay)
+b +c){(2b ~ 2a)? + Ze ~ 2b)? + (2a- 2%)
Flat b+ tae b)§+ 40) +a(e~ a)
nad ato+oia-b roof +e)
=a’ +04 0! ~3abe) = 4F(,b, ©)
= Hau _4
" Fla,b,c) 1
Flay. 2): Fla, bj) =4: 1 (Te)
@+4+H@a+ar+m)
“0.9.1 = par 4, par=(p + a+) (Pat ar+ iP)
(+4 +H) (a+ ar) -par=0
Hoa ar) + a(pa+ a+) + (pa + ae 1)~ Da
pig-+ par-+ xp? + pq? + arr + par + par + ar + rp—par=0
Patparé m?+ paar rpart ar +e
papa) +anp+@) +m +a) +e +a =
(p+a)(pqtartm+e)=0
(+9) tale p)+ H+ P)) =O
Orwarnerp-9
@tg=0 | SHTQtN=o
Aaa
AAA
AAA
eat, +p 20
P
ar
go 4
“erate
z.
“Caan 2
ee 7
ereder Lid ee
> 1 Ip
optyte pigeons
J homey
Vee, x eto aH ‘
Fy.nn=y+2+x—3ym
Fay)
BB cron owe, py) =v ty 44
Cage ae
Xe
2-1)
1
1 @
}
1
|
}
j
eur
j
}
Ya, =n" - 2m +2n?
\a, (n= n) (mi! + mn +n?) - 200?) = 0 .
Al, (=n) (no? + mn + n°) — 2(m +n) (=n) = 0°
La, (m-n) (m+ m+n? +2m—-20)=0
WH m—2-0 804m + om +0? -2m-20=9
fog men AM m-n40 <
“i w-+ mn +n! —2m—2n-=0 (GRIER EM)
feo.
en BR, aq
liqyo-ety +2392
Zaty—daxety) te Ie | |
nGty tes GtyFD
=@+yte (ary Ot yztE
= Qaty +2) Ct dyt
aatytoetyte-
699, FO, y,2)=0CREM BHR, Pix, y, 2) = (K+ y +2) (ay tye + 2x)
ONT Ay ye GR z= x TTR MR,
PUY, 2X) =(y +2 +x) (2 + x4 xy)
=Gty+2) 69+ +)
PO 2 X= POY, 2)
SUH, x=y, y= FH TE,
RPG, R2) = +x+2)Ox+ x +m)
=(+y¥+2) Gy+yzt x)= PO.y,2)
PUK 2)~ PG 92)
OU, Pix y, 2) APCS vaTUTEH x ae ofS y, y SF |
RS 2 aR 2 a ACS x THE TA EH |
FEM Gy, 2) RSE TH | i
SATE, HHHER x,y, 2 Oe Fonte create BB aca as |
a ae ae cE eI | AR Px, y. 2) aE a |
Poe, 2) SP eR ay SR | (CHMTEAT RET)
Boone roar
1 AxtD G+D, Bete
Saag ee
(1) Re Somer aco? + 1 Ta FE ATA AR,
1 (Ax + BY? + 1)° + (Cx + Dpcoe + i) +(Ex+ Fx
(AK + BYaxt + 2x? +1) 4 (Cx + Dat x1) + Bx! + Pe
J+ 2Ax' + Ax+ Bx! + 2B +B +x) +Ox° + Dx +
Dx +Ex' + Fe
7 x(A +0) +x4(B+D) + 8A +C +E) +x QB+D+
B+AtR..Q)
(0) Ae Ate Bowe HE a x tx 8 EO
Deen ES EH
A+C=0. @
B+
2A+C+E=0
C=0
(aca B= ara oe,
1+D=0.
2 Ds-1° e
(Ava A=0'8 C=0 ACH AR,
2x0+0+E=0
= E=0 4 Ne
aR B= eD=-1 Fa
ON ATeR=o0 Bente
2-1+F=0-
YF z\xy + yeh ERE
Gayeaarrntsa ane
fay yet) yy + yet a) + Ry
1 aly haya tact ny? tye tay aye ty
Ladys aye t od + ast yet ayet yd + ox
Ay) tyan y) teat y+ AOE
1, Ot yiny tye tet z)=0
1. + yd (ye +x) + ale x} = 0
| Ot) etx=0
RL xty)=0 BEAT, (y42)=0
My=-2
ea, (2+ 3)=0-
aonax
Oe, x=-y EA,
1
% Kryra
1
1
Cytyeg at
[8 sy tat aye wD effoos feet ot asm
Va po SERIE (x 4m) Mal St eMC SINE
fo 12 meen a
\* OS ses eaten eet 4a
ae x BEM
I pate dyer ty +7 pane seta
carey atfefta x, y, 2 bere fenton or OH yi Uae 7
fafa eae ai a8 eee omega y + 2 +:
ai efore a 1 or
Boom ar, ey = x 62+ Ix 6
GA, P(x) SEMACH (x + m) Wal OU
adic Pm) == 12 :
Hh, Emp +6x (em? + 11x em):“are, 2 ve ‘ .
go ene Btw
Ba) 2 ; 1 Ort ts) a a
Se,
Rennes mae 4
a ee tA BEE wy i Mawr one
yas, ened Beaters
rot 6x + 1x GnrGe's DEAD S seo KD
1
Be Ree aes aee nance) | a EERCRD, Rg
|
i
1
a ee oe HALE HCH RA (ya Bere ada — 17
ees Bx tx +43 5 Sule —A)+ Ala I+ B= WHC ae OP
Pe eo Sa 0+ 040A a2 (2) 2) 7t4x=0 ern me,
(ya BOR OF A? x aH TE TGS aca AE, 040+043=0+A0-17 +040
ag 3A ASS
wo Bas “SATA, (2) Fe x= 1 SH TR,
MH, BHor6=12 ‘ 3x (P+ UF H1+3=3 x1 x (aI FAC IP
2B 12 < +Bxlx =D +CeL
841-114, C= 11-1 =10 Ml, S41F1+3=3x0+Ax04Bx04C
c=10 13, B-0+0+04C .C=8
696, (1) RG A,B SC wa wR AICO TR, Q) RATE, &
tore lix-6_ | 6, 12x+10 Salta! 1x43. eSxGe 2x4 14 AGE eH) Boe 3) +O
Ox + 1) tate se 3x) = 6x) + xt Ax’ -2Ax +A + Bx —Bxt Cx 2... 8)
Be 1 $B aay Fred ef Sette 1 3) ae Reaesa Benny ace x! a reo HRS Hes Te,
(x) x owtl* Tm -6+ A+B
am, 164343
@, 1=-3+B
UW, Bait3-4
B-4
[ex aan 3 Be sufi Pret cs seve
[Carerncena)
Pix) = 3x? +x2 Hx +3 AA QU) G7 (FR A,B 9 C ae WH aac mR:
we LESLEY ca y ee 2 Bacara ed ENA IT
ree OR TT | gj
Sa. Pexyet att Beers (x +1) KA CIMT CI, (+4)
a Pa) A ST AT BIT | 8
| ", BS seit Smet rt FA 8
Be a AAT : ee eee eed al 0; ee
Qewan- eee Weg spp eR BO 492 p AAT
; myenyetia-yetyett la ee em OMe TP
Ayo x econ sed SRI TEA | ceaiae omen ere
ae, TEANGA Tal 2 +2)— 4
Bh cron ae, rg) —3 + x43
K+ Px) A wees BETTS UM, P= OSA
ade R= 0
agen ten t(-n+3=0
, —3etP-143=0 a
eo ang MTR eS
(x+3),FO)
a, bey =203))
Rbe.+ ea) = abo =
Prec eters ee Tea hell ue
BR. abt ate ety ab! ver ate rate ther ea abe ®
A, ald + abo +ca™ + ab? + b’o tab + be’ + cla =O |
AT, ab(a-tb)+ bela +b) + ala +d) ela +b) =0
I, (a+b) (ab+be + ca+c%) =0
Tl, (a+b) {b(t a) + ofc +a)} =O
T @+b/ G+ QE+H)=0
BS @+b)=0 | we, +0-0
Seaesb | abshe
eben,
ete =
carr
chbd--b-
wR Ss h+ 3. ore
GB ere ert 90(8) ae AIA BEAT 1
are
rte ree be
+ 10) FET x45 oO
A, Fy RIA eee FEAT TOR FH |
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