Expanded form is defined as a number written so that the place value of each digit is represented as part of a sum.

Prepare for the Praxis Elementary Education Exam. Study with flashcards and multiple choice questions, each question has hints and explanations. Ace your test!

Multiple Choice

Expanded form is defined as a number written so that the place value of each digit is represented as part of a sum.

Explanation:
Expanded form shows a number as a sum of the values contributed by each digit according to its place. In other words, you express how much thousands, hundreds, tens, and ones each digit represents and then add those parts together. This makes the contribution of every digit clear, and the sum equals the original number. For example, 3,402 in expanded form is 3,000 + 400 + 0 + 2, which demonstrates exactly how each digit contributes to the total. The option that says the number is a sum representing each digit’s place value captures this idea. The other descriptions don’t fit: a product would imply multiplying without necessarily summing to get the original number, a decimal fraction introduces a decimal point and fractional parts, and a polynomial expression uses variables and exponents rather than digits with place values.

Expanded form shows a number as a sum of the values contributed by each digit according to its place. In other words, you express how much thousands, hundreds, tens, and ones each digit represents and then add those parts together. This makes the contribution of every digit clear, and the sum equals the original number. For example, 3,402 in expanded form is 3,000 + 400 + 0 + 2, which demonstrates exactly how each digit contributes to the total. The option that says the number is a sum representing each digit’s place value captures this idea. The other descriptions don’t fit: a product would imply multiplying without necessarily summing to get the original number, a decimal fraction introduces a decimal point and fractional parts, and a polynomial expression uses variables and exponents rather than digits with place values.

Subscribe

Get the latest from Examzify

You can unsubscribe at any time. Read our privacy policy