What are the 4 properties of division?

The four properties of division are:

1. Non-commutative Property: Division is not commutative; changing the order of the numbers changes the result (e.g., (a \div b \neq b \div a)).
2. Non-associative Property: Division is not associative; grouping does not affect the outcome (e.g., ((a \div b) \div c \neq a \div (b \div c))).
3. Identity Property: The identity for division is 1; any number divided by 1 remains unchanged (e.g., (a \div 1 = a)).
4. Zero Property: Dividing any number by zero is undefined, while zero divided by any non-zero number equals zero (e.g., (0 \div b = 0) for (b \neq 0)).