• Functional Modeling: Mastering function notation, domain, and range to represent and analyze real-world relationships.

  • Statistical Analysis: Using univariate and bivariate data to make predictions, analyze residuals, and justify mathematical judgments.

  • Exponential Growth: Exploring the power of rational exponents and investigating rates of change in non-linear sequences.

  • Quadratic Mastery: Developing diverse algebraic and graphical strategies to factor, solve, and apply quadratic equations in context.

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