Using partial products to find two-digit factors involves breaking down each factor into its place values, allowing for easier multiplication through smaller, manageable parts. This method is similar to using a single factor because both approaches aim to simplify the multiplication process, making it more understandable. However, the key difference lies in the complexity: while using one factor typically involves straightforward multiplication, partial products require additional steps to account for both digits of each factor, resulting in a more detailed and structured approach.
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