Given four lines whose equations are x+2y−3=0,2x+3y−4=0,3x+4y−7=0 and 4x+5y−6=0, then the lines are
concurrent
the sides of a quadrilateral with one vertex at (3, 0)
the sides of a cyclic quadrilateral
none of these
Three lines x+2y−3=0,2x+3y−4=0 and
4x+5y−6=0 are concurrent at (−1,2). But the
fourth line 3x+4y−7=0 does not pass through
this point.