A sequence of lessons teaching students with intellectual disabilities how to master elapsed time by working backwards. Starting with 30/60 minute chunks and progressing to exact minute calculations for real-world independence.

A 5-day series of morning work activities for 7th graders designed to sharpen critical thinking through error analysis, logic puzzles, open-ended problems, and real-world tasks.

A comprehensive unit on adding and subtracting integers for grades 5-7, focusing on visual supports, mnemonic rules, and scaffolded practice for students with diverse learning needs.

A unit exploring the properties of exponents, scientific notation, and exponential functions.

A collection of math challenges focused on operational fluency and geometric measurement.

A comprehensive unit on exponential notation and properties, taking students from basic understanding to applying rules in algebraic contexts.

A 2-part unit on the coordinate plane using a baseball theme, moving from first-quadrant basics to full four-quadrant navigation.

A 3-day journey through integer operations, starting with basic addition and subtraction and advancing to complex multi-step expressions and absolute value.

A comprehensive math review unit focused on mastering rational numbers, absolute value, and algebraic expressions through structured gameplay and practice.

A unit focused on statistics and data analysis, teaching students how to interpret, compare, and draw conclusions from various data sets.

A comprehensive lesson focused on applying properties of operations to add, subtract, factor, and expand linear expressions with rational coefficients, covering CCSS 7.EE.1 through a jungle exploration theme.

Une exploration mathématique de l'impact des coefficients sur les moyennes, utilisant des cas pratiques concrets pour comprendre la pondération et les moyennes pondérées.

A comprehensive collection of mathematical vocabulary resources covering number systems, algebraic expressions, and statistical analysis. This unit focuses on building precise mathematical language for foundational concepts.