Question

use a compass and straightedge to bisect ∠v. your final answer should be exactly one blue ray.
select a tool above.

Explanation:

Step1: Start with compass

Place the compass point on vertex \( V \). Draw an arc that intersects both sides of \( \angle V \). Let the intersection points be \( A \) (on the upper side) and \( B \) (on the lower side).

Step2: Adjust compass width

Set the compass width to more than half the distance between \( A \) and \( B \). Place the compass point on \( A \) and draw an arc inside the angle.

Step3: Draw another arc

Without changing the compass width, place the compass point on \( B \) and draw another arc that intersects the arc drawn from \( A \). Let the intersection point be \( C \).

Step4: Draw the bisector ray

Use the straightedge to draw a ray from \( V \) through \( C \). This ray bisects \( \angle V \).

Answer:

The bisector ray of \( \angle V \) is drawn as described (a ray starting at \( V \) and passing through the intersection point of the two arcs inside the angle).