## Purpose

## Return value

## Arguments

*number1*- The first number.*number2*- [optional] The second number.

## Syntax

## Usage notes

The LCM function returns the least common multiple of two or more numbers. The least common multiple is the smallest positive integer that is a multiple of all numbers supplied. Least common multiple is also known as the "least common denominator", and the "lowest common denominator".

The LCM function takes one or more arguments called *number1*, *number2*, *number3*, etc. All numeric values are expected to be integers. Numbers with decimal values will be truncated to integers before a result is calculated. Each argument can be a hardcoded constant, a cell reference, or a range that contains multiple values. The LCM function can accept up to 255 arguments total.

### Examples

The least common multiple of 3 and 4 is 12, since 12 is the smallest multiple of both 3 and 4:

```
=LCM(3,4) // returns 12
```

The least common multiple of 3, 4, and 5 is 60, since 60 is the smallest multiple of all three numbers:

```
=LCM(3,4,5) // returns 60
```

### Worksheet example

In the example worksheet shown above, we are using two slightly different formulas to calculate the lowest common multiple. The first formula provides two separate cell references, and the second formula uses a single range that contains three values. In rows, 5 to 10, there are two values in columns B and C, and the formula in F5:F10 (copied down) is:

```
=LCM(B5,C5) // 2 cell references
```

In rows 11 to 15, there are three values in columns B, C, and D. The formula in F11:F15 (copied down) is:

```
=LCM(B11:D11) // range with 3 values
```

Because the LCM function evaluates empty cells as zero, the result returned by LCM will be zero if any cell references are empty. Therefore, it's important not to include empty cell references.

### Notes

- LCM evaluates empty cells as zero.
- LCM works with integers; decimal values are removed before calculation.
- If arguments contain a non-numeric value. LCM returns the #VALUE! error.
- To calculate the greatest common divisor, see the GCD function.