Draw a line segment and copy it to the right of the original segment. explain your steps and justify each step used.
bisect the original line segment from problem 1.
draw an angle and copy it to the right of the original angle. explain your steps and justify each step used.
bisect the original angle from problem 3.

The setps are the answer, check pictures below.

Step-by-step explanation:

Let's construct it with a compass, ruler.

1) Draw a line segment

2) Copying a line segment.

Place the compass needle on one end (A), open it the same width (to B) as the line. Keep the width, and copy by marking small arcs, to the right. Place the Compass Needle on another end, random chosen (C). Mark and rotate it to mark on the other end (D). Draw a copy line with a green pen.

The compass keeps the size without a ruler or straightedge for small lines.

3) Bisecting a line segment.

To bisect it. all you need to do is with a compass open it a

little more than half of this width. Place the compass needle on A, mark an arc with the Compass pencil over and below the line, trace an arc clockwise. And with compass needle on B mark another arc counterclockwise over and below the line. Using a ruler trace a perpendicular segment connecting to the common point.

Having open a little more than the half over and below, the intersection point will hit exactly the half.

4)  Copying an angle: Having an angle, let's proceed to copy it.

Compass needle on B (vertex), trace an arc marking points G, and H. Then,  in another segment place the compass needle on J, same width, then mark on the second angle the point I. Place the needle on D and trace the arc. There you have the same arc.

details

step-by-step explanation:

you can first factor out the n to get n(1+5). we know that 1+5 is 6, so we just have 6n.