A comprehensive examination combining elementary probability theory, counting principles, and binomial distribution problems into a single rigorous assessment.
A geometry lesson that balances rigorous academic instruction on calculating the area of a sector with integrated social-emotional support strategies. Students learn the mathematical formula while practicing self-regulation and academic self-advocacy.
Students apply their knowledge of permutations and combinations to design their own lottery game, calculating the odds of winning and presenting their mathematical findings in a professional format.
A lesson focused on identifying and applying special product patterns and factoring techniques for binomials and trinomials, including sum and difference of cubes and perfect square trinomials.
A high-intensity, time-efficient review and assessment unit designed for 30-minute class periods, focusing on core factoring techniques for Algebra 2 credit recovery.
A lesson focused on solving word problems using the binomial probability distribution formula, featuring real-world scenarios and step-by-step calculations.
A comprehensive lesson covering counting techniques, permutations, combinations, and basic probability distributions based on statistical principles.
A lesson covering fundamental counting techniques, random variable classification, and probability distributions based on statistical principles.
A comprehensive lesson on elementary probability theory covering valid probability ranges, compound events, independent and dependent outcomes, and tree diagrams based on textbook problems.
A comprehensive assessment lesson focusing on mastering one-step equations involving multiplication, division, and basic addition/subtraction.
A foundational lesson on the coordinate plane designed for IEP students, focusing on vocabulary, quadrant identification, and step-by-step plotting and reading of points.
A focused lesson on identifying and comparing the domain and range of quadratic functions and their square root inverses using interval notation and graphical analysis.
A lesson focused on graphing and analyzing inverse relations for absolute value and quadratic functions. Students learn to reflect functions across y=x and evaluate if the resulting relation is a function.
A lesson focused on understanding and calculating inverse functions through multiple representations: numerical tables, algebraic equations, and graphical reflections. Students will practice reversing operations and reflecting functions across the line y=x.
A comprehensive assessment covering discrete random variables, permutations, combinations, and the binomial probability distribution based on real-world statistical data.
A math foundations lesson for 9th and 10th grade students focusing on solving equations with fractions through organized, line-by-line computation on grid-style layouts.
A high-energy, investigative lesson where honors students apply the quadratic formula to solve problems with rational and irrational roots to solve a 'case'.
A comprehensive review of angle relationships and triangle properties, featuring guided scaffolds and visual equation solving. Students will master identifying angles, solving for unknowns, and applying triangle theorems.
A focused mini-lesson on identifying, calculating, and analyzing complementary and supplementary angles using color-coded visual supports and real-world architect-themed scenarios.
A comprehensive practice set and review presentation for the TSIA2 Math exam, covering Quantitative, Algebraic, Geometric, and Statistical reasoning.
A comprehensive preparation set for the TSIA2 Mathematics assessment, featuring a full-length practice test, detailed step-by-step solutions, and a strategic review presentation.
A lesson focused on applying binomial distribution concepts to real-world scenarios through a creative coloring activity. Students translate narrative word problems into mathematical models to calculate probabilities, means, and variances.
The final week of the TSIA2 Math Marathon, reviewing complex problems and multi-step reasoning.