Place and Face Value
Face Value and Place Value are two important concepts in math that are often used together. Face Value is the actual value of the digits as individual entity irrespective of the place where it is present while Place is the value of the digit in the number assigned due to the position of the digit in a particular number
Examples of Place Value and Face Value
Let’s look at the example given below:
Example: Find the Place Value and Face Value in the given number is 56789
- Place value of 5 is 50000 and Face Value of 5 is 5
- Place value of 6 is 6000 and Face Value of 6 is 6
- Place value of 7 is 700 and Face Value of 7 is 7
- Place value of 8 is 80 and Face Value of 8 is 8
- Place value of 9 is 9 Face Value of 9 is 9
Face Value in Maths
Face Value is the actual value that describes the actual value of the digit itself. Even, it doesn’t matter what the place of the digit or position is in the given number, As the given valuable number is 80,456. The face value of 6 in 80,456 will be 6 only. Therefore, the Face value of the digit is always equal to the numerical value of the digit itself.
In this article, we will learn about face-value topics, in detail by involving in their definition, examples, and various other questions based on it.