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Question
If the ratio of the roots of the equation ax2+bx+c=0 be p:q, then
Options:
A .  pqb2+(p+q)2ac=0
B .  pqb2−(p+q)2ac=0
C .  pqa2−(p+q)2bc=0
D .  pqb2−(p−q)2ac=0
Answer: Option B
:
B
Let pα,qα be the roots of the given equationax2+bx+c=0
Then pα +qα = baandpα.qα=ca
From first relation,α = ba(p+q)
Substituting this value ofα in second relation, we get
b2a2(p+q)2×pq=cab2pqac(p+q)2=0
Note : Students should remember this question as a fact.

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