Mathematical proofs may seem intimidating, but they are essential for establishing universal truths and developing logical reasoning, problem-solving, and communication skills. 

In this workshop, you'll learn how to interpret statements, identify what is given and what needs to be shown, and use definitions to plan a proof. We'll explore common proof techniques and practical strategies for constructing clear, logical arguments. Through interactive examples and guided activities, you'll build confidence reading, understanding, and writing proofs, leaving with skills that support success in university mathematics and beyond.

These sessions are held in Wentworth Building (G01) Room 520. Please register prior to attendance.