How are partial products different from regrouping in multiplication?

Partial products and regrouping are both methods used in multiplication, but they differ in their approach. Partial products involve breaking down each number into its place values, multiplying them separately, and then summing these products to get the final result. In contrast, regrouping (or carrying) is a technique used in traditional multiplication where digits are multiplied and then combined into a single product, carrying over any values greater than ten to the next column. Essentially, partial products focus on individual components, while regrouping emphasizes managing the overall sums during multiplication.