A Hypothetical Syllogism is a logical argument that involves two conditional statements. It follows the structure: if A implies B, and B implies C, then it can be concluded that A implies C. This form of reasoning helps in drawing conclusions based on the relationships between different propositions. For example, if we say, "If it rains, then the ground will be wet" (A → B) and "If the ground is wet, then the game will be canceled" (B → C), we can conclude that "If it rains, then the game will be canceled" (A → C). This method is commonly used in mathematics and philosophy to establish logical connections.