Which of the following is the fourth step in copying an angle? Draw a ray through the new vertex and the intersection point of t

Question

4 years ago

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Which of the following is the fourth step in copying an angle? Draw a ray through the new vertex and the intersection point of t

he two rays. Draw a ray with one endpoint. This endpoint will be the vertex of the new angle. Open the compass to the width of the intersection points of the rays and arc of the given angle. Place the compass on the vertex of the new angle, and swing an arc similar to the first one you created.

Mathematics

2 answers:

Temka [501] · Answer 1 · 2022-01-12T11:22:13+03:00

<span>1. You are given an angle.
2. Draw a ray with one endpoint. This endpoint will be the vertex of the new angle.
3. Place the compass on the vertex of the given angle and swing an arc that intersects both rays of the given angle.
4. Place the compass on the vertex of the new angle and swing an arc similar to the first one you created.
5. Open the compass to the width of the intersection points of the rays and arc of the given angle.
6. Place the compass on the intersection point of the ray and arc of the new angle and swing another arc that intersects the first.
7. Draw a ray through the new vertex and the intersection point of the two rays.
8. This second ray creates an angle that is congruent to the given one.</span>

Hitman42 [59] · Answer 2 · 2022-01-12T12:54:33+03:00

Answer:

Answer is Open the Compass to the width of the intersection (C).

Step-by-step explanation:

These are the steps in order, look at fourth step:

You are given an angle.

1. Draw a ray with one endpoint. This endpoint will be the vertex of the new angle.

2. Place the compass on the vertex of the given angle and swing an arc that intersects both rays of the given angle.

3. Place the compass on the vertex of the new angle and swing an arc similar to the first one you created.

<u>4. Open the compass to the width of the intersection points of the rays and arc of the given angle. </u>

5. Place the compass on the intersection point of the ray and arc of the new angle and swing another arc that intersects the first.

6. Draw a ray through the new vertex and the intersection point of the two arcs.

7. This second ray creates an angle that is congruent to the given one.