## Meaning of Place Value and Face Value: Introduction

## FAQs on Difference Between Place Value and Face Value

1. How a number can be written in an extended form with the help of place value?

The expanded form of a number breaks it down into its place values. For instance, the number 532 can be expressed as (5 x 100) + (3 x 10) + (2 x 1), which highlights the values contributed by each digit in their respective positions.

2. How a face value can be represented?

Face value is usually used to refer to the value of individual digits, which typically range from 0 to 9 in most number systems.

3. How does the place value change with the shift in the position?

When a digit moves one place to the left, its value increases tenfold, while moving one place to the right reduces its value by a factor of ten.

4. Can the face value of a digit change?

No, the face value of a digit does not change. It represents the inherent worth of the digit and remains the same regardless of its position within a number.

5. Why is place value important?

Place value is crucial for understanding and manipulating numbers. It allows us to accurately represent, compare, and perform mathematical operations on numbers.