r \ " "ffiffiilI87>'v--r'--rz--rz-'(x-q)(r-b)=0, <--( .-'--'

Fir st ^h te ^u1: _pvdv ^{wtvl{-t, ,q '}

\l r. wYzlir I Jn ek ratrcv\ev1 ^{( y-} - ^3\

JrR

(x-5\=O Lds**j ^rnne A nallpvcn{*tkt"unetrrtcr4 cia{

\t

)c-I=S eLttr K- ⁵⁼⁰

L= 3 f,r5

llkuatrat e\,\ (*) h*r ^aLlLd tosvrrvl3ar rra

/\t'-rv---\rv'^1*"

it tun"s Ju ^Uli I ₅

lr.us hl,

f,=1 \ ^crzV *: ^5\

A v ^{o.rar,r s la e.vtde exavupc} L ^{s 0J} wt^yt _far ^\,tcp _gwin3svis oS ^e k ^va+r ancrt

(*-r-) (x-b) ₌₆

hat tdsvurngarrna- Y= (L _ucV v=b.

Och awvant, ^{an'vr walt} vtt ^{aH v-=a- rzh x=b ar} tdsvtr'vgar

till ^cw anfuaSuad,sc[v-a-t;cvt si ^{kan tn (atct} [r.ru,rs ltt^\ ^zVvaltan

b el{al kovt qurd hda$

'tl!q! ^{I sa,n ha-r} dtssa tEsux3a,r ^slrvrvas

r \ "

"ffiffiilI87>'v--r'--rz--rz-' (x-q)(r-b)=0, <--( _{\.-{* .-'--'}

- ^{[iswwa n,} 't\(,1.-^l;Y1-: ^{2) =g}

i iloal ^{(^\ AwUvo j,} aAse*-'ruil,rvr [a-v" \ts ^v\1,{a-rr Y, : 1t {, = - L Kr.rt ckrratlc,V\cv1 ^Ycuv a ⁽ x- 1-\ ⁽ *- (-2i : ^$

[x-z)(K{A =o

Jq, for ^{ann vL ldser} &vt-vU tkvaticvL wted vu\tgrrzLul<t l\lrtdzleft ^(rir vr

y-1=o cLlrr xt1=0

,/=L *.=-2 ,Kl

Ti [t o(-cm,t f*L ^{( v-- 2\ (r t r\ = o}

Sr,a'{',

- \

ii

K a-w s lc. v,r \ra( s

( ZtOOI iU) AvrA-va3vaalscLrattart hrl tlstultgar f,,= 0, *, = ^12-

( tr^t,) ^Ka-h ekraticr,ttvt ^\ax 4 t* * _o\ ( _x - tz\ = ⁶

x(x-12\=11 ¹

Jr, _{[-0, ^vL} ^{\isu cte11vta} &vattcvt ^wrtcl wrlr,\prczUr[tvt'r<tc'deru frirvi-

x. = 0 ^e.tlcr x- ¹² = ⁰

x= t1 ^{oK I}

g, ^Trtl <xawrpcL x (x- tz\ = ^g

(.\ Avr/-ragradse[ratr64 har tdsvu,ragar x^= 4, ^{(, = 5}

Kax e[r,at\cr^tv\ \raY^ ⁽ x- {\ ^f *-5\ =tl ²

Jo, _lot * vr lds<-r /4wrq ^{eVvauo1 vrncd} wrllpczLt[twrctrat<u _fav ^vL

r-4=o ^{oi<r r-5=0}

f=h Y-=5 ^Ok\

Svar , fitl u<-wrlcl ⁽ x - 4\ ^(x -5\ ₌ o

(J) An&vagrodseLtar*-rrw har [dsvtu,tgar r ,=-1, ^Y,=3.

Kau e!.rrq"ill6$e,vr 16-y 4 ^{( y} - (-0) ^{( x} - ³⁾ = ⁶

(v'11 (r-t) =rl ^?

Jr, _F, ^cvn vl ^{ldser dcwvta} cVrr{ticvt ^vngcl vroltpraTU\tlvrtttztqu ^{piv vu}

f,+1 =0 ^eLtcr (-3=0

t=-1 X=3 ^0K!

Svo.r : Tr il otcwtpe[ _I ⁽ x n t\ (x - ³⁾ = ^O