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The problem you've shared involves determining the net date for a shipment based on invoice and shipping details, along with specific terms of sale.

The terms of sale are "3/10 ROG," which means:
- "3/10" refers to a 3% discount if payment is made within 10 days.
- "ROG" stands for "Receipt of Goods," meaning the payment terms are based on the date the goods are received, not the invoice date.

### Information provided:
- **Invoice date:** April 16
- **Shipment arrival date:** June 14
- **Terms of sale:** 3/10 ROG

### Net date calculation:
Since the terms are based on the receipt of goods, the net date (the final due date for payment without discount) is usually 30 days from the date of receipt. Given the shipment arrives on **June 14**, the net date would be 30 days after this, which is:

\[
\text{Net date} = \text{June 14} + 30 \, \text{days} = \text{July 14}.
\]

Thus, the **net date** is **July 14**.

Would you like more details on the calculation, or do you have any questions?

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Here are 5 related questions:
1. What would the discount date be in this scenario?
2. How would the net date change if the terms were "2/15 EOM"?
3. What are the implications of using the invoice date instead of the receipt date?
4. How do "net terms" differ from "discount terms" in business transactions?
5. What happens if the buyer pays after the net date?

**Tip:** When calculating based on terms like ROG, always be sure to note whether payment timelines are counted from the invoice date or the receipt date.

A toy store buys Wiis from Nintendo with an invoice date of April 16. The terms of sale are 3/10 ROG. What is the net date if the shipment arrives June 14?

Learn how to calculate the net date for an invoice with terms 3/10 ROG. In this example, a toy store receives Wiis from Nintendo, with the shipment arriving on June 14. Understand how to determine the net date based on the shipment arrival date and payment terms.

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