Let S be the set of 81 points (x,y) such that x and y are integers from ā4 through 4. Let A, B, and C be random points chosen independently from S, with each of the 81 points being equally likely. (The points A, B, and C do not have to be different.) Let K be the area of the (possibly degenerate) triangle ABC. What is the expected value (average value) of K2 ? geometrysymmetryprobabilityexpected value