A function is a relationship where each input gives exactly one output. We used a vending machine analogy: one button = one snack. Students also learned the vertical line test for graphs and saw that y = x² is a function but x = y² is not.
Students are working on Worksheet 1.1 (35 points, 10 problems across 4 parts). There is a Quick Reference box at the top of the worksheet with all the key definitions. Point students there first if they're stuck.
Part A (Story): Real-world function identification and a pay-rate table. Most accessible - good starting point for struggling students.
Part B (Visual): Tables, mapping diagrams, vertical line test. The SVG diagrams ask students to draw arrows.
Part C (Traditional): Ordered pairs and equations. This is the hardest part for most students.
Part D (Synthesis): Write their own definition, create examples, reflect on which approach helped most.
First: Point them to the Quick Reference box at the top of the worksheet.
Second: Ask them "For this one input, could you get more than one output?" That question works for almost every problem.
Third: The Session 1.1 Reading has worked examples. It's available in Canvas.
Video: Math Antics "What Are Functions?" on YouTube (search "Math Antics functions"). This 10-minute video is a visual explainer.
If students are running low on time, have them prioritize: Problems 1, 3, 5, 8 (one from each part). Problems 9 and 10 can be finished at home.