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Let the equation of the pair of lines, y...

Let the equation of the pair of lines, y = px and y = qx, can be written as (y – px) (y – qx) = 0. Then the equation of the pair of the angle bisectors of the lines `x^2 – 4xy – 5y^2 = 0` is:

A

`x^2 – 3xy + y^2 = 0`

B

`x^2 – 3xy + y^2 = 0`

C

`x^2 + 3xy – y^2 = 0`

D

`x^2 - 3xy - y^2 =0`

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