<PRE><B>Question 1204564</B>
&lt;br&gt;
The statement of the problem is not sufficient to get a single answer from among the answer choices.&lt;br&gt;
Choice B makes no sense and so can&#39;t be a right answer; lines are infinite in length and can&#39;t be congruent.&lt;br&gt;
Choice C is not right.  You can certainly make BV and FG perpendicular, but that will be a very special case.&lt;br&gt;
Now what about choices D and E....&lt;br&gt;
If two lines are perpendicular to a given line and both pass through a point P not on that line, then the two lines are the same line, and they will intersect the line at the same point.&lt;br&gt;
And there is nothing in the statement of the problem that says BV and FG can&#39;t be the same line.&lt;br&gt;
So answer choices D and E are both possible in one special case, but they are not true in the general case.&lt;br&gt;
And answer choice A is not true in the special case where BV and FG are the same line.&lt;br&gt;
So, because the statement of the problem does not specify that BV and FG are not the same line, none of the conclusions A to E is possible.&lt;br&gt;
</PRE>