Q.

If a, b, c form a geometric progression with common ratio r, then the sum of the ordinates of the points of intersection of the line ax+by+c=0 and the curve x+2y2=2 is 

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a

-r22

b

r

c

-r2

d

r2

answer is C.

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Detailed Solution

Given that a, b, c are G.P with common ratio r

ba=cb=r

BY solving line  ax+by+c=0  and the curve x+2y2=2

a(2-2y2)+by+c=0 2ay2-by-(2a+c)=0 sum of ordinates=b2a=r2

 

 

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