which diagram below shows the first step in parallel line construction on a point outside of a line
Unfortunately, I cannot see the diagram options you have mentioned. However, the first step in constructing a parallel line on a point outside a given line is as follows:
1. Start by drawing the given line and label it as line "AB".
2. Choose a point outside the line, which we'll call point "P".
3. Using a compass, place the needle at point "P" and draw an arc that intersects line "AB" at two points. Label these points of intersection as "C" and "D".
I hope this helps! Let me know if you have any further questions.
It seems that you are looking for a diagram that shows the first step in constructing parallel lines from a point outside of a line. Since I cannot see the diagrams you are referring to, I can describe the steps to you instead. Here is the first step:
1. Start by drawing a given line. Label this line with any letter or symbol, such as line AB.
If you have access to the specific diagrams you mentioned, please provide more details or clarification, and I'll be happy to assist you further.
To visualize the first step in parallel line construction on a point outside of a line, you would typically start with a a line and a point outside of that line. However, since I cannot see any diagrams, I will guide you through the basic steps to construct parallel lines using a point outside of a line.
Step 1: Draw a line and a point outside of the line. Label the line as 'l' and the point as 'P'. This is the setup for constructing parallel lines.
Step 2: Using a ruler, draw a line segment starting from the point 'P' and extending towards line 'l'. Ensure that the line segment intersects line 'l' at a specific point, let's call it 'A'. This line segment will act as a transversal.
Step 3: Place the compass at point 'P' and adjust it to a distance that is greater than the distance between point 'P' and line 'l'. Draw an arc that intersects the transversal line segment at two distinct points, one on each side of point 'A'. Label these points as 'B' and 'C'.
Step 4: Without adjusting the compass, place its point at point 'B' and draw an arc that intersects the previous arc. Label the point of intersection as 'D'. This step ensures that points 'B', 'C', and 'D' are collinear.
Step 5: Lastly, draw a line passing through points 'D' and 'P'. This line should be parallel to line 'l'.
I hope this explanation helps you visualize the first step in parallel line construction using a point outside of a line.