Learning Goals
Students will be able to investigate firsthand stakeholder evidence to synthesize an evidence-based definition of a school or neighborhood need.
Students will be able to define variables, units, domains, and ranges for linear, quadratic, and exponential models that represent quantities in a local issue.
Students will be able to graph linear, quadratic, and exponential functions by hand and with technology to identify and interpret key features in context.
Students will be able to compare and validate multiple function models using data fit, calculations, graph features, real-world benchmarks, and practical constraints.
Students will be able to ideate and prototype multiple solution paths that translate user needs and function-based predictions into a feasible response.
Students will be able to test, refine, and justify a selected solution by documenting how peer, teacher, and NY Edge feedback changes the mathematical model, prototype, and public pitch.
Products
User Research and Function-Modeling Design Portfolio
Each student compiles firsthand user-research notes, an evidence-based need statement, hand-drawn and technology-generated function graphs, model comparisons, calculations, an individual concept prototype, and a feedback revision log. Templates for interviews, affinity mapping, decision matrices, and testing protocols support a complete record of individual mathematical mastery and design reasoning.
NY Edge Community Solution Prototype and Public Demonstration
Each team uses members’ research and concept prototypes to create a shared problem statement, a higher-fidelity solution prototype, and a concise stakeholder demonstration explaining how multiple function graphs and user feedback support the final choice. After a rehearsal scored by the teacher and reviewed by peers and NY Edge, the team documents and completes one final revision.