The equation of the plane which is equally inclined to the lines x−12=y−2=z+2−1 and x+38=y−41=z−4 and passing through the origin is/are

Let the equation of the required plane be ax+by+cz=0.       Since the given lines are equally inclined to the plane, the anglesbetween the lines and the plane must be equal.                   ⇒|2a−2b−c|3=|8a+b−4c|9 Only options (1) and (2) satisfy  the above condition.