Solve the Division Problem: 0:3 Using Division Notation

To solve this problem, we need to understand the basic property of division involving zero. When dividing zero by any non-zero number, the result is always zero. This can be written mathematically as:

$0 \div 3 = 0$

This stems from the fact that zero, when divided by any number, still yields zero because you are essentially distributing zero evenly across that number, which results in zero.

In simpler terms, if you have zero of something and you attempt to divide it among any number of groups, you will still end up with zero in each group.

• Step 1: Recognize the problem involves dividing zero by a non-zero number.
• Step 2: Apply the property $0 \div a = 0$ for any non-zero $a$.
• Step 3: Conclude $0 \div 3 = 0$.

Therefore, the solution to the problem $0 \div 3$ is $0$.