9:19 AM Tue Feb 4 25\% learnx-svc.k12.com Back ! Lesson 8.1-Mid-Year Test, Part 1 Caleb Menu SEMESTER TEST Mid-Year Test Part 1 More Read Focus Juan builds this pedestal for a trophy. What is the volume of the pedestal? Enter your answer in the box. \( \square \) \( i n^{3} \) 14 15 16 17 18 19 20 21 22 23

To find the volume of the pedestal, we need to know its dimensions and the shape it takes. Since the problem does not provide specific dimensions or the shape of the pedestal, I will assume a common shape for a pedestal, such as a rectangular prism or a cylinder. ### Step 1: Identify the Shape Let's assume the pedestal is a rectangular prism. The volume \( V \) of a rectangular prism can be calculated using the formula: \[ V = l \times w \times h \] where: - \( l \) = length - \( w \) = width - \( h \) = height ### Step 2: Gather Dimensions Since the dimensions are not provided in the problem, I will need to make assumptions or you can provide the dimensions if you have them. ### Step 3: Calculate Volume If you can provide the dimensions, I can calculate the volume. If not, I can demonstrate how to calculate it with hypothetical dimensions. For example, if the dimensions are: - Length \( l = 5 \) inches - Width \( w = 4 \) inches - Height \( h = 3 \) inches Then the volume would be calculated as follows: \[ V = 5 \times 4 \times 3 = 60 \, in^3 \] Please provide the dimensions or confirm the shape of the pedestal so I can assist you further!