Which of the following statements about zero being an even number is correct?

Which of the following statements about zero being an even number is correct?

• A. Zero is neither even nor odd
• B. Zero is an odd number
• C. Zero is an even number
• D. Zero can be both even and odd

Answer: (C)

Zero is classified as an even number because it fits the definition of even numbers, which states that an even number can be divided by two without leaving a remainder. Specifically, when zero is divided by two, the result is zero, and there is no remainder. This property aligns with that of all even numbers, which include integers such as -4, -2, 0, 2, and 4. This classification has practical implications in mathematics, particularly in number theory and various mathematical operations, where zero behaves like an even integer. In set theory or when dealing with algebraic expressions, recognizing zero as an even number provides a consistent understanding of patterns and properties of integers. Therefore, acknowledging zero as an even number is aligned with mathematical principles and definitions.

Zero is classified as an even number because it fits the definition of even numbers, which states that an even number can be divided by two without leaving a remainder. Specifically, when zero is divided by two, the result is zero, and there is no remainder. This property aligns with that of all even numbers, which include integers such as -4, -2, 0, 2, and 4.

This classification has practical implications in mathematics, particularly in number theory and various mathematical operations, where zero behaves like an even integer. In set theory or when dealing with algebraic expressions, recognizing zero as an even number provides a consistent understanding of patterns and properties of integers. Therefore, acknowledging zero as an even number is aligned with mathematical principles and definitions.