if the line represented by ax²+4xy+4y²=0 are real and distinct then find the value of a
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Answer:
Given line is px
2
−qy
2
=0
General equation is ax
2
+by
2
+h=0
Comparing above equation with (i), we get
a=p,b=−q,h=0
Lines are real and distinct if h
2
−ab>0
⇒0+pq>0
⟹pq>0
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