Heyhey! I need some help lols

Avery is constructing an inscribed square in a circle.

A circle construction with diameter DB and AC. There are two pairs of arcs created on the diameter AC of the circle that create two points.

Part A: What width did Avery set the compass to when swinging the arcs above and below diameter DB? Explain your answer. (3 points)

Part B: Does the width of Avery's compass need to be the same when creating both sets of arcs from point B and point D? Explain your answer. (3 points)

Inscribing a square in a given circle implies constructing a square within the boundary or circumference of the circle. Thus the required answers are:

Part A: The width that Avery used has a value lesser than the value of the radius of the circle.

Part B: Yes, because the points of intersection of the arcs are the required points to produce another diagonal of the square.

Construction is a topic that requires the use of tools and materials to draw a given or required figure. Thus appropriate steps or processes are to be followed so as to produce an accurate image.

Inscribing a square in a given circle implies constructing a square within the boundary or circumference of the circle.

In the given question;

Part A: Given the diameter DB, then the radius has to be determined by Avery. So that Avery used a width that is lesser than the value of the radius of the circle.

Part B: Yes, because the points of intersection of the arcs are the required points to produce another diagonal of the square. So drawing a straight line through these points produces line AC.

For more clarifications on inscribing a square into a circle, visit: https://brainly.com/question/63415

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