1. Construct a segment AB and CD
Construct a segment AB and CD. Construct all points on a plane that would make a triangle with base AB and median CD.
Given a triangle, draw and describe all points in space equidistant to the sides.
Be able to construct, describe, sketch, impossible points, you would note with an open circle.

2. Construct a segment AB and CD
Construct a segment AB and CD. Find all points on a plane that will make a triangle with base AB and altitude CD.
Describe all the possible locus points for two spheres in space and draw a sketch describing each situation.
Construct a segment AB, CD, and EF with EF longer than CD. On a plane, find all points that will make a triangle with base AB, altitude CD, and median EF.
Given line l and point p on a plane. Find all the possible locus of points 2 cm from line l and 3 cm from point p.
Given a sphere and a plane, describe all the possible locus points.

3. W - HW #26:  Pg 407: 5—20, 22  Pg 412: 5—12