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The straight line through the point of i...

The straight line through the point of intersection of `ax + by+c=0` and `a'x+b'y+c'= 0` are parallel to the y-axis has the equation

A

`x(ab'-a'b)+(cb' - c'b)= 0`

B

`x (ab'+a'b)+(cb'+c'b)=0`

C

`y(ab'-a'b)+(c'a-ca')=0`

D

`y(b'+a'b)+(c'a+ca')=0`

Text Solution

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The correct Answer is:
A
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