In mathematics, which pattern of exposition involves the use of symbolic relationships and operations?

The choice involving symbolic relationships and operations directly addresses the heart of mathematical exposition. In mathematics, symbols serve as a concise way to represent relationships between numbers, variables, and operations, allowing for complex ideas to be conveyed efficiently. This approach is foundational in mathematics, as it provides a means to abstract concepts and facilitate problem-solving through the manipulation of these symbols according to established rules.

By understanding and utilizing symbolic relationships, learners can engage in various mathematical operations—such as addition, subtraction, multiplication, and division—while also exploring more advanced topics like algebra and calculus. This method emphasizes precision and clarity in mathematical reasoning, which is essential for both understanding and communicating mathematical ideas.

The other options, such as comparative analysis, informal discussions, and arguments with evidence support, do not inherently focus on the symbolic representation common in mathematics, making them less relevant in the context of this specific question about mathematical exposition.