iii) If (x + a) is the HCF of x2 + px +q and x2 + 1x + m, then find the value
of ‘a’.

Question

iii) If (x + a) is the HCF of x2 + px +q and x2 + 1x + m, then find the value of 'a'.​

Madelyn · Answer

Answer:   If (x+a) is the HCF of x2+px+q and x2+lx+m, then the value of ′x′ is given by-    A    q−mp−l    B    p−lq−m    C    q+ml+p    D    l+pq+m

iii) If (x + a) is the HCF of x2 + px +q and x2 + 1x + m, then find the valueof ‘a’.​