There are three lines in the figure described. Two of the lines never meet, these are the parallel lines. The third line crosses the other lines, it is the "transversal" line. If the parallel lines are really line SEGMENTS then each can be bisected (cut into two equal lengths) This is what your description states.
So that the arcs constructed are at midpoint of the line segment to be bisected.
That will depend entirely on the angle bisected which has not been given.
Any quadrilateral that is not a parallelogram can have only one diagonal that is bisected by the other.
25 degrees
A line cannot be bisected since it is of infinite length. A line segment can be bisected, but I don't see a protractor as being the best tool for that. You may have meant angle instead of line (?)
False. "If" and "then" are NOT included in the hypothesis and conclusion... (:
A line segment that has been cut exactly in half
Yes; if a parallelogram is bisected into two equal parts by any line, that line is the line of symmetry.
The bisector and the line segment are perpendicular to each other.
Here is the dictionary definition:verb. bisected, past participle; bisected, past tense; bisecting, present participle; bisects, 3rd person singular presentDivide into two parts - a landscape of farmland bisected by long straight roadsDivide (a line, angle, shape, etc.) into two equal parts
There are three lines in the figure described. Two of the lines never meet, these are the parallel lines. The third line crosses the other lines, it is the "transversal" line. If the parallel lines are really line SEGMENTS then each can be bisected (cut into two equal lengths) This is what your description states.
A line is bisected at the mid-point anatomical middle is usually abdomen
It means it is split in half right down the middle.
Whether or not the line bisecting it has been drawn, it's true that every angle can be bisected.
So that the arcs constructed are at midpoint of the line segment to be bisected.
Yes. They have equal halves when bisected.