<p>The question deals with center of mass:</p>
<p>Three thin, uniform rods each of length L are arranged in the shape of an inverted U. The two rods on the arms of the U each have mass m; the third rod (the top rod) has mass 2m. How far below the midpoint of the horizontal rod is the center of the mass of this assembly. </p>
<p>The answer is L/4, but I keep getting L/2...</p>
<p>Wouldn't you just do y = [[(m)(L)+(m)(L)+(2m)(0)]/(m+m+2m)] and obtain L/2?</p>