Find the equation of the line through the point of intersection of, the lines `x-3y + 1 = 0` and `2x + 5y-9-0` and whose distance from the origin is `sqrt5`

Explanation

The equation of straight line passing through point of intersection of lines `x−3y+1=0 & 2x+5y−9=0`
is given by:

`x−3y+1+lambda(2x+5y−9)=0`



⇒`(1+2lambda)x+(−3+5lambda)y+(1−9lambda)=0......`(1)


The distance of equation(1) from origin is `sqrt(5
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