Equal-size parts and whole units
Review equivalence, calculate with like denominators, and begin unlike-denominator arithmetic.
Before lesson B, try Mixed numbers: unlike denominators and Fraction word problems separately if those ideas are new.
Combine equal-size parts, regroup whole units, and apply fraction calculations to short stories.
Add and subtract fractions with like denominators, including results greater than one.
Builds on: Decompose fractionsRename a mixed number and use equal-size parts to add or subtract mixed numbers.
Builds on: Whole numbers as fractions, Add and subtract like fractionsChoose a justified range for a fraction sum or difference and explain the benchmark used.
Builds on: Compare familiar fractions, Compare unlike fractions, Add and subtract like fractionsAdd and subtract unlike fractions and use an estimate to check the result.
Builds on: Make equivalent fractions, Add and subtract like fractions, Estimate fraction answersAdd and subtract mixed numbers with unlike denominators, including regrouping.
Builds on: Mixed numbers: like denominators, Add and subtract unlike fractionsSolve addition and subtraction stories with fractions or mixed numbers and consistent measurement units.
Builds on: Estimate fraction answers, Add and subtract unlike fractions, Mixed numbers: unlike denominatorsReturn to lesson B after practicing the individual skills. Keep a paper note of which explanation you want to revisit.
Review equivalence, calculate with like denominators, and begin unlike-denominator arithmetic.
Before lesson B, try Mixed numbers: unlike denominators and Fraction word problems separately if those ideas are new.
Revisit the calculation methods, then choose and explain an operation in a story.
Choose a fresh review set or revisit the particular step that needed help. Ask the learner to explain the result with its unit.
Print this simple path card. Tick off the ideas you have tried, and circle one to revisit. No score or name needed.
Download checklist“Ask for an estimate first. Then ask what each denominator means and where every regrouped whole went.”