How to Find the Place Value?
The Place Value of a digit is determined by its position within a number, ensuring that each digit holds a unique value within the number. To know how place value is determined, we observe that the power of 10, representing the place value, increases by one as we move from right to left in the number.
For example, in the number 326, the unit’s Place Value for digit 6 will be 6 × 100 = 6. Similarly, the tens Place Value for digit 2 will be 2×101=20. In the hundreds place, the Place Value for digit 3 will be 3 × 102 = 300.
Place Value in Mathematics
Place Value in mathematics refers to the value of a digit due to its position or location of a digit within a number, i.e., the place of any digit with respect to decimal. Every digit within a number holds a specific place. When we represent the number in standard notation, the placement of each digit is expanded. This arrangement starts from the rightmost position, known as the unit’s place or one’s position. The sequence of place values, moving from right to left, holds units, tens, hundreds, thousands, ten thousand, hundred thousand, and so forth.
In this article, we will discuss the concept of Place Value in Maths in detail including its definition, properties, formula, and important terminology of Place Value. Other than that, we will also discuss types of Place Value Chart, some solved problems, and provide practice questions for a better understanding of the concept of this article.
Table of Content
- Meaning of Place Value
- How to Find the Place Value?
- Properties of Place Value
- Place Value Chart with Decimals
- Place Value and Face Value
- Difference Between Place Value and Face Value
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