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Determine the place value for each underlined digit. $$\underline{2}2,422$$

   Determine the place value for each underlined digit. $$\underline{2}2,422$$

Prealgebra

Julie Miller, Molly… 1st Edition

Chapter 1, Problem 17

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Solved by Expert Tiffany Tran

07/27/2020

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Starting from the rightmost digit, we have units, tens, hundreds, thousands, ten-thousands, hundred-thousands, and so on. Show more…

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Determine the place value for each underlined digit. $$\underline{2}2,422$$

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Key Concepts

Place Value

Place value is the numerical value a digit holds based on its position in a number. In a positional numeral system, each digit represents a different power of ten depending on its location within the number, which dictates its contribution to the overall value.

Positional Numeral System

The positional numeral system, particularly the decimal system, is a method where the value of a digit is situated by its position (such as ones, tens, hundreds, etc.). This system is fundamental in understanding and computing numbers, as each position signifies a specific power of ten.

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