# mrdivide

Perform right division of scalars and/or matrices, equivalent to the / operator.

## Syntax

mrdivide(x,y)

## Inputs

`x,y`- Dimension: scalar | vector | matrix

## Outputs

- R
- The quotient result.

## Example

```
R = mrdivide([4 9],[6 2; 4 1])
``````
R = [Matrix] 1 x 2
16.00000 -23.00000
```

## Comments

Solves the equation xA = B, with an algorithm determined by matrix
`A`.

For a square `A` the solution is uniquely determined. For a rectangular
`A` with more columns than rows the unique least squares solution is
computed. When `A` is under determined the computed result is the least
squares solution with the minimum norm.