A targeted intervention lesson focused on simplifying expressions and solving equations using guided practice, worked examples, and vocabulary reinforcement for students needing extra support.

Students learn to compare fractions using visual area models and number lines, focusing on same denominators and same numerators through an architectural blueprint theme.

A visual guide and practice set for mastering the five-number summary and interquartile range using box and whisker plots.

A 5th-grade math review focused on adding and subtracting fractions through the lens of environmental conservation and habitat restoration. Students solve real-world word problems to help restore a local nature preserve.

A pair of diagnostic assessments designed to pinpoint gaps in foundational number sense, fractions, and decimals, bridging 3rd-4th grade concepts to 5th grade mastery in preparation for 6th grade math.

A lesson exploring the distributive property of multiplication over addition and subtraction through a blueprint/architecture theme, designed for advanced 4th-grade students.

Explores geometric concepts like area and volume alongside statistical measures of center and data visualizations.

Reviews algebraic expressions, one-step equations, and inequalities, including modeling real-world scenarios with variables.

Covers ratios, unit rates, and percents, teaching students how to apply proportional reasoning to real-world problems.

Focuses on number sense, decimal and fraction operations, GCF, and LCM to build a strong computational foundation.

A foundational lesson introducing the concept of fact families and identifying related numbers. Students practice grouping three numbers that belong together through multiplication and division.

A lesson exploring the inverse relationship between multiplication and division using fact families and arrays. Students will learn to use known multiplication facts to solve unknown division problems.

A step-by-step guide to mastering long division using the Area Model (Box Method), connecting multiplication and division through architectural blueprints. Students learn to deconstruct numbers into manageable parts to solve complex division problems without remainders.