# What are the 3 steps in constructing a line segment?

## What are the 3 steps in constructing a line segment?

To draw a line segment equal to a given line segment

- Step 1: Draw a line l.
- Step 2: Take the compass and measure PQ.
- Step 3: Without disturbing the opening, place the needle of the compass at point A on line l and draw an arc, which cuts the line at point B.

**What are 3 congruent segments?**

Two points (segments, rays or lines) that divide a segment into three congruent segments trisect the segment. The two points at which the segment is divided are called the trisection points of the segment. Two rays that divide an angle into three congruent angles trisect the angle.

**How do I construct a line segment?**

To construct a line segment connecting two points, you need to line up a straightedge with two points and trace. Constructing a new line segment congruent to another involves creating an equilateral triangle and two circles. The construction of a line segment between any two points is Euclid’s first postulate.

### What is the first step in constructing a segment congruent to a given segment?

Constructing a Congruent Line Segment

- Step 1: Place the needle of the compass at one endpoint of the original line segment.
- Step 2: If the line segment on which we are supposed to construct the congruent segment is not given to us, draw a line segment that is visually longer than the given line segment.

**What are the steps in constructing a line segment Step 1 Step 2 Step 3?**

Step 1 : Draw a line .

- Step 2 : Take point A anywhere on the line .
- Step 3 : Extend the compass by keeping one end on the 0 cm mark at the given length of the rule.
- Step 4 : Draw an arc on the line by keeping the pointed end of the compass on the point A .Mark the arc point as B.
- So 3 is the third step .

**What is the first step of constructing congruent angles?**

Step 1: Draw a vertex and a ray. Let’s name the vertex D . Step 2: Place the needle point of the compass on vertex A and draw an arc across the two rays of the angle ∠A . Name the two points where the arc intersects the rays B and C .

#### How do you construct an angle congruent to another angle?

Draw an arc that crosses both rays of the original angle. Set the point of the compass at point B, the vertex of the original angle, and draw an arc that crosses both Ray BA and Ray BC. You do not need to draw an entire circle. For reference, mark the points where the arc crosses the rays as points X and Y.

**Which angle is congruent to 2?**

Two angles are congruent if they have the same measure. You already know that when two lines intersect the vertical angles formed are congruent….Geometry.

Statements | Reasons | |
---|---|---|

1. | ?BD is the angle bisector of?ABC | Given |

2. | ?ABD ~=?DBC | Definition of angle bisector |

3. | m?ABD = m?DBC | Definition of |

**What is the first step in constructing an angle?**

Construction: bisect ∠ABC.

- STEPS:
- Place compass point on the vertex of the angle (point B).
- Stretch the compass to any length that will stay ON the angle.
- Swing an arc so the pencil crosses both sides (rays) of the given angle.
- Place the compass point on one of these new intersection points on the sides of the angle.

## How do you divide a line into 3 equal parts in Revit?

To divide a line into equal segments

- Draw or pick a line.
- On the Toolbar, click the Split icon.
- Split the line into the number of segments required (they do not need to be equally spaced at this point).
- On the Basics or Drafting tab of the Design bar, click the Dimension tool.