If two lines are perpendicular, then the two lines form right angles.

If lines Imported Asset and Imported Asset are perpendicular, then they form right angles.
If two lines are perpendicular, then the two lines form right angles. Therefore, since lines Imported Asset and Imported Asset are perpendicular, they form right angles.

If they are labeled identically, wouldn't they be measuring the same thing? I would assume that they are not perpendicular, but identical.

However, assuming a labeling typo, I would agree.

To confirm if two lines are perpendicular, you need to check if their angles of intersection are right angles (90 degrees). In the statement "If two lines are perpendicular, then the two lines form right angles," it is expressed as a general rule.

In your specific example, "lines Imported Asset and Imported Asset are perpendicular," you need to verify if those lines indeed intersect at right angles. To do so, you can:

1. Visual Inspection: Plot the two lines on a graph or a piece of paper and visually check if they intersect at a 90-degree angle. This method is useful for simple illustrations or when you are trying to demonstrate a concept.

2. Calculation: If you have the coordinates of the points where the lines intersect, you can use the slope-intercept method or the equations of the lines to determine if the lines are perpendicular. If their slopes are negative reciprocals of each other (i.e., multiplying one slope by -1 gives you the other), they are perpendicular. Additionally, you can calculate the angles between the lines using trigonometry or vector analysis.

By using one or both of these methods, you can conclude whether the lines Imported Asset and Imported Asset form right angles or not.