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# What are place value and face value?

## Place Value

The amount of an integer in a number is referred to as its place value. For example, in quantity 642, the six are in the hundred positions, suggesting a worth of 600.

On arithmetic, it is customary to operate in a base-ten paradigm. This system uses distinct signs (numerals) to symbolize the amounts 0 through 9. No sign represents the number ten or any bigger number. We don’t have any unique symbol for any of the limitless integers among 0 and 1. The decimal number system employs the numerals 0-9, which are arranged in strands whose value is determined by the several locations inside the sequence.

## Face Value

Its originator indicates that the notional or monetary worth of security is referred to as its face value. The face value of a company is the ongoing investment of the equity, as shown on the document. The money is charged to the bearer of a mortgage at maturation, usually in $1,000 increments.

Bond face values are repeatedly alluded to as “par value” or merely “par.”

## Definition of place value and face value

### Place value

Place value, the notion of face value, and place value of a bit may be properly appreciated using an enlarged form of questionnaires.

**For example:**

**525 = 500 + 20 + 5**

** = 5 x 100 + 2 x 10 + 5 x 1**

Now, here we define the place value and the face value in the below-mentioned table.

Number | Place value | Face value |
---|---|---|

5 | 500 | 5 |

2 | 20 | 2 |

5 | 5 | 5 |

### Face value

Any score’s face value can be expressed as the amount of the integer itself.

**For Instance:**

**The face value of digit 5 in number 594 is 5.**

## Difference between place value and the face value

Here, we have a table mentioned below to explain the difference between place value and face value.

Place value | Face value |
---|---|

Place value is determined as the numeral multiplied by hundreds or even thousands of times wherever it is found. | The face value of a numeral within a statistic is specifically described as the numeric itself. |

The number 0 contains its place value 0. | The number 0 also has the face value 0. |

A digit’s place value must be raised by the numeric worth of the location where it is found. | The face value of an integer is always similar, regardless of where it is positioned. |

For example, The place value of 6 in 360 is: 6*10= 60 | For example, Face value of 6 in 360 is: 6 |

### Another Example

**Calculate the place value and the face value for every 1234 digit.**

- Face value of 4 is 4
- Place value of 4 is 4
- Face value of 3 is 3
- Place value of 3 is 30
- Face value of 2 is 2
- Place value of 2 is 200
- Face value of 1 is 1
- Place value of 1 is 1000

As a result, these are many of the fundamental distinctions between face value and place value. It is critical to understand the difference between these two since they are used to interpret and compute mathematical equations.