Expanded notation is defined as where each digit is written as a product of its place value.

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Multiple Choice

Expanded notation is defined as where each digit is written as a product of its place value.

Explanation:
Expanded notation shows what each digit truly contributes by turning each digit into a product with its place value, and then adding those products together. This reveals how the value of a number comes from both the digit itself and its position. For example, 5,308 becomes 5×1000 + 3×100 + 0×10 + 8×1. Each digit is expressed as a product with its place value, which is the core idea of expanded notation. The other forms—standard form and scientific notation—represent the number differently and are not what expanded notation uses.

Expanded notation shows what each digit truly contributes by turning each digit into a product with its place value, and then adding those products together. This reveals how the value of a number comes from both the digit itself and its position. For example, 5,308 becomes 5×1000 + 3×100 + 0×10 + 8×1. Each digit is expressed as a product with its place value, which is the core idea of expanded notation. The other forms—standard form and scientific notation—represent the number differently and are not what expanded notation uses.

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