Triangle LURLURL, U, R has a uniform thickness of 2.52.52, point, 5, as shown at left. The length of \overline{UD} UD start overline, U, D, end overline, which is the height of the triangle, is 25\sqrt325 3 25, square root of, 3, end square root. The triangle has a right angle at vertex UUU and an angle of \dfrac\pi6 6 π start fraction, pi, divided by, 6, end fraction at vertex RRR. Given that the width, www, of the shaded triangle is about 50\sqrt{3}50 3 50, square root of, 3, end square root, what is the height, hhh, of the shaded triangle to the nearest tenth?