Jaymie wants to construct congruent angles with a compass and straightedge, while Annie wants to construct congruent segments with a compass and straightedge. Describe the similarities and differences between their construction steps.

Straight

Ingles are similar to straight lines there is no bend like when you straighten your arm so it lies flat as a line and measures exactly 180

Bisecting

Cutting into halves

Steps to construct a congruent line segment to a given long segment using a compass and straight edge are

1. Open the compass to it with that matches the given line segment

2. Using a straight edge draw a line that is longer than the given segment was one end point

3. Without changing the width of the compass use the compass to draw an arc on the Ray from its end point

4. Draw a point at the intersection of the art and Ray which represents the distance between the endpoints of the given segments

The steps to construct a congruent angle to give an angle J KL using a compass in straightedge

1. Use a straight edge to create your Ray with end point T

2. Place the tip of your compass on the vertex of the given angle point K and swing an arc that intersex both rays of the given angle

3. Keeping the compass the same with use the compass to draw an arc from the end point

4. Draw the point of intersections between each arc in the ray or rays it intersects

5. Open the compass to the width of the intersections points between the ark in the two rays of given angle JKL

6. Keeping the compass with the same draw an arc from the point of intersection between the second arc and ray

7. Draw a point where the two arcs interested

8. Use your straight edge to draw and Ray between an point see in the point of intersection between the two arcs

Step-by-step explanation:

the answer is c. hope this !

step-by-step explanation:

8

step-by-step explanation:

just put √(2) * √(32) into a calculator. that will make the answer be 8.