Two high school seniors find themselves with much time and nothing to do. They decide to devise a computer game in which a curso
r moves randomly along the x axis between –1 and 1. The game they play is to stop the cursor at random points between –1 and 1 without looking at the screen. Such a game results in a uniform distribution over the interval between –1 and 1. Since the area under the density curve (here a flat line) equals 1, the height of the density curve is: (A) 1
(B) 0.5
(C) 2
(D) 0.25
