Mary is inscribing a square in the circle shown, but she is having difficulty remembering the process.

Which summary describes the basic process for constructing a square inscribed in the circle?

A.

Create the perpendicular bisector of FO. Then use the points of intersection of the perpendicular bisector with the circle, along with points F and G, to draw the square.

B.

Set the compass width to the length of FO, place the point of the compass on the circle, and draw an arc. Place the compass on the intersection of the arc and the circle, and repeat the process until the circle is intersected by four arcs. Connect the intersection points to form the square.

C.

Create the perpendicular bisector of FG. Then use the points of intersection of the perpendicular bisector with the circle, along with points F and G, to draw the square.

D.

Set the compass width to the length of FG, place the point of the compass on the circle, and draw an arc. Place the compass on the intersection of the arc and the circle, and repeat the process until the circle is intersected by four arcs. Connect the intersection points to form the square.

perpendicular bisector. Then draw thesquareusing theperpendicular bisector’spoints ofintersectionwith thecircle, as well as pointsFandGis the correct procedure. OptionCis correct.## What is the procedure for constructing a square inscribed in the circle?

procedureis as follows:diameterisdrawn.approachgiven in theperpendicular bisectorof a segment, draw aperpendicularbisector of thediameter. This is also thecircle’s diameter.verticesof theinscribed squareare the fourpointson thecirclethat result.summarydescribes the basic process forconstructingasquare inscribed in the circleis to create theperpendicular bisectorof FG. Then use the points ofintersectionof the perpendicularbisectorwith thecircle, along with points F andG, to draw thesquare.Cis correct.square inscribed in the circlerefer: