Steven constructs an equilateral triangle inscribed in circle P. His first three steps
are shown.

1. He creates radius PQ using a point Q on the circle.

2. Using point Q as the center and the length of PQ as a radius, he uses a
compass to construct an arc that intersects the circle at R.

3. Using point R as the center and the length of PQ as a radius, he uses a
compass to construct an arc that intersects the circle at S.

What should be Steven's next step in constructing the equilateral triangle?

Draw line segments connecting the points Q, R, and S to construct QRS.

Draw line segments connecting the points P. R. and S to construct PRS.

Construct an are intersecting the circle by using points as the center and the
length of PQ as a radius

Construct an are intersecting the circle by using point P as the center and the
length of PQ as a radius