1. The problem asks about the expression "0imesy". 2. In mathematics, "imes" often symbolizes multiplication. 3. Thus, "0imesy" can be interpreted as the product $0 \times y$. 4. Multiplying zero by any number $y$ always results in $0$. 5. Therefore, the value of $0 \times y$ is $0$ regardless of the value of $y$.