- Identify the number of boxes: \(652\).
- Identify the number of cups per box: \(93\).
- Calculate the total product: \(652 \times 93 = 60636\).
- The total number of cups is \(\boxed{60636}\).
Explanation
- Analyzing the Problem Data
To find the total number of cups shipped by Standard Shipping, we identify the given data:
- The number of boxes packed and shipped is \(652\).
- Each box contains \(93\) cups.
The total number of cups is the product of the number of boxes and the number of cups per box.
- Calculating the Total Number of Cups
To find the total quantity, we multiply the number of boxes by the number of cups per box:
\[\text{Total Cups} = 652 \times 93\]
Performing the multiplication:
\[652 \times 93 = 652 \times (90 + 3) = 652 \times 90 + 652 \times 3\]
\[652 \times 90 = 58680\]
\[652 \times 3 = 1956\]
Adding these two products gives:
\[58680 + 1956 = 60636\]
Thus, Standard Shipping packed and shipped \(60636\) cups in total.
- Conclusion
Standard Shipping successfully packed and shipped a total of \(\boxed{60636}\) cups last week.
Examples
In real-world logistics, calculating the total inventory moved is a daily task. For instance, if a warehouse manager needs to know how many individual items are inside a shipment consisting of hundreds of identical crates, they multiply the number of crates by the count per crate. This fundamental arithmetic operation is essential for tracking stock levels, managing supply chains, and ensuring that shipping records are accurate and efficient.