5. (8 points) A student solved the following related rates problem correctly: "Water is draining from the bottom of a cone-shaped funnel at a rate of 0.3 in/sec. The height of the funnel is 6 inches and the radius is 3 inches. At what rate is the height of the water in the cone changing when the radius is 2 inches?" dh The student correctly found that = -0.02. dt Interpret this solution in the context of the given situation by selecting the correct choice in each set of brackets and filling in the blanks with correct units and value(s) to complete the following sentence: Time Radius Time O Increasing Radius The Height of the water in the cone is Decreasing at a Height of Rate Volume Constant Rate Volume Time Radius approximately 0.02 when the is Height Volume