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Here are the volume and water storage capacity in liters for each container. a) Step 1: Calculate the volume. This is a cube with side length s = 8 m. V = s^3 = (8 m)^3 = 512 m^3 Step 2: Calculate the capacity in liters. (1 m^3 = 1000 L) 512 m^3 × 1000 L/m^3 = 512000 L Volume: 512 m^3, Capacity: 512000 L b) Step 1: Calculate the volume. This is a cube with side length s = 6 m. V = s^3 = (6 m)^3 = 216 m^3 Step 2: Calculate the capacity in liters. 216 m^3 × 1000 L/m^3 = 216000 L Volume: 216 m^3, Capacity: 216000 L c) Step 1: Calculate the volume. This is a cuboid with length l = 8 m, width w = 6 m, and height h = 10 m. V = l × w × h = 8 m × 6 m × 10 m = 480 m^3 Step 2: Calculate the capacity in liters. 480 m^3 × 1000 L/m^3 = 480000 L Volume: 480 m^3, Capacity: 480000 L d) Step 1: Calculate the volume. This is a cuboid with length l = 5 m, width w = 3 m, and height h = 4 m. V = l × w × h = 5 m × 3 m × 4 m = 60 m^3 Step 2: Calculate the capacity in liters. 60 m^3 × 1000 L/m^3 = 60000 L Volume: 60 m^3, Capacity: 60000 L e) Step 1: Calculate the volume. This is a cylinder with diameter 14 m (radius r = 7 m) and height h = 20 m. V = r^2 h = (22)/(7) × (7 m)^2 × 20 m = (22)/(7) × 49 m^2 × 20 m = 22 × 7 m^2 × 20 m = 3080 m^3 Step 2: Calculate the capacity in liters. 3080 m^3 × 1000 L/m^3 = 3080000 L Volume: 3080 m^3, Capacity: 3080000 L f) Step 1: Calculate the volume. This is a cylinder with diameter 14 m (radius r = 7 m) and height h = 14 m. V = r^2 h = (22)/(7) × (7 m)^2 × 14 m = (22)/(7) × 49 m^2 × 14 m = 22 × 7 m^2 × 14 m = 2156 m^3 Step 2: Calculate the capacity in liters. 2156 m^3 × 1000 L/m^3 = 2156000 L Volume: 2156 m^3, Capacity: 2156000 L g) Step 1: Calculate the volume. This is a cone with radius r = 7 m and height h = 21 m. V = (1)/(3) r^2 h = (1)/(3) × (22)/(7) × (7 m)^2 × 21 m = (1)/(3) × (22)/(7) × 49 m^2 × 21 m = 22 × 7 m^2 × 7 m = 1078 m^3 Step 2: Calculate the capacity in liters. 1078 m^3 × 1000 L/m^3 = 1078000 L Volume: 1078 m^3, Capacity: 1078000 L h) Step 1: Calculate the volume. This is a cone with radius r = 14 m and height h = 18 m. V = (1)/(3) r^2 h = (1)/(3) × (22)/(7) × (14 m)^2 × 18 m = (1)/(3) × (22)/(7) × 196 m^2 × 18 m = 22 × 28 m^2 × 6 m = 3696 m^3 Step 2: Calculate the capacity in liters. 3696 m^3 × 1000 L/m^3 = 3696000 L Volume: 3696 m^3, Capacity: 3696000 L That's 2 down. 3 left today — send the next one.