Final Answer:
The property of real numbers illustrated in the given equation -5 + 0 = -5 is the additive identity property.
Step-by-step explanation:
The additive identity property states that for any real number "a," the sum of "a" and zero is always equal to "a." Mathematically, this is represented as a + 0 = a. In the provided equation, -5 + 0, the presence of zero as an additive component adheres to this property.
The additive identity property is a fundamental concept in arithmetic and algebra. It establishes that when zero is added to any real number, the result remains unchanged. In the given scenario, -5 + 0 simplifies to -5, which aligns with the additive identity property. This property is essential in various mathematical operations and serves as a foundational principle in the manipulation of real numbers.
Understanding and applying properties of real numbers, such as the additive identity property, are crucial in algebraic expressions, equations, and problem-solving. This property contributes to the efficiency and consistency of mathematical operations, providing a solid framework for mathematical reasoning. In summary, the equation -5 + 0 = -5 exemplifies the additive identity property, showcasing the inherent characteristics of real numbers in mathematical operations.