Question
( q(x-1)(x-m)+n=0 )
Root ( alpha, beta )
( aleft(frac{x}{x-k}-xright)left(frac{x}{x-k}-betaright)-n=0 )
( a(x-1)(x-m)=-frac{n}{9} )
( x=left|x=1-frac{n}{9}right| )
( beta=x=m-frac{n}{9} )
( Rightarrow quad aleft[frac{x}{x-k}-1+frac{n}{9}right]left[frac{x}{x-k}-m+frac{n}{a}right]-n=0 )

SU ( DIUULS alal SUVILIUL ULOOM OU POD If roots of the equation a(x - l) (x - m) + n = 0 are a,ß then roots of the equation m k(l+1) k(m +1) kl km & -1'm-1 1-1 m-1 (D) - (A) 7+1'm +1 m . m hthat of the
Solution
