Question
A customer has 15 pallets of spor equipment. The total volume of the shipment is 27 mathrm(~m)^3 , and the total weight is 19,000 mathrm(~kg) . How many and what type of ocean container(s) do you estimate would be needed to move this shipment? Review the attachmer for more information. Select one answer. Container Type & Palletized Cargo Volume Capacity & Un-Palletized Cargo Volume Capacity 20-mathrm(ft) standard & 28 mathrm(~m)^3 & 30 mathrm(~m)^3 40-mathrm(ft) standard & 50 mathrm(~m)^3 & 60 mathrm(~m)^3 40-mathrm(ft) high cube & 55 mathrm(~m)^3 & 70 mathrm(~m)^3 45-mathrm(ft) high cube & 70 mathrm(~m)^3 & 80 mathrm(~m)^3 Container Type & Length & Width & Height & Max. Payload 20-mathrm(ft) standard & 232 mathrm(in) & 90 mathrm(in) & 90 mathrm(in) & 20,000 mathrm(~kg) 40-mathrm(ft) standard & 474 mathrm(in) & 90 mathrm(in) & 90 mathrm(in) & 25,000 mathrm(~kg)
Solution
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NigelMaster · Tutor for 5 years
Answer
### One 20-ft standard container
Explain
## Step 1: Determine the Volume Requirement<br />### The total volume of the shipment is given as \(27 \, \text{m}^3\). We need to select a container that can accommodate at least this volume. From the table, the smallest container with sufficient palettized cargo volume capacity is the 20-ft standard container, which has a capacity of \(28 \, \text{m}^3\).<br /><br />## Step 2: Determine the Weight Requirement<br />### The total weight of the shipment is \(19,000 \, \text{kg}\). The maximum payload for the 20-ft standard container is \(20,000 \, \text{kg}\), which is sufficient for this shipment.<br /><br />## Step 3: Select the Appropriate Container<br />### Since both the volume and weight requirements are satisfied by the 20-ft standard container, only one such container is needed to move the shipment.
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