Calculates the total distance traveled and arc length of parametric curves by integrating speed.
A lesson covering the step-by-step process of finding the algebraic inverse of basic logarithmic functions with various bases.
A focused lesson on finding the inverse of basic logarithmic functions using algebraic steps, specifically focusing on base 10 and base 2.
The final project phase where students select one of three real-world career paths (Music Mogul, Urban Planner, or Sports Analyst) to apply their mathematical knowledge in a summative assessment.
Scaffolded practice activities ('Skill Missions') that review key concepts: linear equations, systems, sequences, lines of best fit, and factoring. These activities ensure students have the foundational skills needed for their final project.
A foundational journey through the uppercase alphabet, focusing on stroke order, pen control, and letter recognition for early learners.
Master the derivatives of the six trigonometric functions through visual explanation and structured practice, including chain rule and product rule applications.
A lesson focused on identifying key features (vertex, intercepts) and graphing quadratic equations across standard, vertex, and factored forms.
A self-checking scavenger hunt activity where students solve basic logarithmic equations involving conversions, isolations, and simple expressions. The activity is themed as an 'Enigma Expedition' through ancient ruins.
The final summative assessment for the Unit 7 Consumer Math curriculum, covering linear equation translation, table completion, graphing systems, and identifying break-even points.
A lesson focused on visualizing academic progress data through line graphs and identifying key trends in student performance.
A cumulative review and final assessment covering all pay structures and business math skills taught in the unit.
Covers commission-based earnings and salary structures, including a review of fractions as they relate to pay periods and partial earnings.
Focuses on tracking work hours through timecards and understanding production-based pay through piecework and piecewise functions.
