Which of the following transactions is represented by the diagram below?
![](data:image/png;base64, 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)
◦ Each sale is associated with a single order, and there is a time lag between the time an order is taken and delivery of the product.
◦ Each sale can be comprised of multiple orders, and each order can be associated with multiple sales or no sales.
◦ Each sale can be comprised of multiple orders, and each order can be associated with one or more sales.
◦ Each sale is associated with a single order, and there is no time lag between the time an order is taken and delivery of the product.