269 Binary Operations
A mapping that combines two elements of a set into a third element of the same set that is used to define addition and multiplication.
definition (Binary Operations) Operations that take two elements of a set as input.
- Operators \(+\) and \(\times\) are both binary operators.
where
- \(+\) and \(\times\) are binary operators on a set.
Note:
- the operation takes two elements of a set as input.