This exit ticket focuses on converting the terminating decimal 0.625 into a simplified fraction and understanding its qualification as a rational number. Students will engage with a scenario involving Chef Ratio at the Rational Bakery, who requires exactly 0.625 liters of oil. The task is divided into three parts: (1) calculating the correct fraction representation of 0.625 through identification of place value and simplification, (2) providing a written justification for why 0.625 is considered a rational number based on the definition of a ratio of integers, and (3) reflecting on their confidence in the process and identifying specific steps that aided their understanding.