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4th Grade · Math · 4.NF.B.3

Fractions Lesson Plan for 4th Grade

A ready-to-teach fractions lesson for 4th Grade. Everything below is classroom-tested structure: an objective, a 45-minute sequence, a way to check who got it, and 6 printable practice pages.

Approximately 45 minutes

Learning objective

  • Add two fractions that share the same denominator
  • Write the sum of like fractions in simplest form
  • Practice combining fractional parts with identical denominators

Materials

Lesson steps

  1. 1. Warm up together (5 min)

    Start concrete: fold a strip of paper, share something unequally, and ask whether it was fair. fractions lands far better after a fairness argument than after a definition.

  2. 2. Model it (I do) (10 min)

    Draw fractions before you write it. Show the same quantity as a picture and as notation side by side, and name which one students should reach for when stuck.

  3. 3. Practice together (we do) (10 min)

    Work three more problems as a class. Ask a different student to supply each step rather than the whole answer. If a step stalls, drop back to concrete objects or a drawing before moving on.

  4. 4. Independent practice (you do) (15 min)

    Hand out "Convert mixed numbers to improper fractions - Baseball". Students work independently while you circulate. Note who is fluent, who is counting on fingers, and who has not started, because that grouping drives tomorrow's small group.

  5. 5. Close the loop (5 min)

    Pull the class back. Ask one student to explain a problem they got right and one to name something that is still confusing. End on the confusion, not the success, so students learn that naming a gap is normal.

Check for understanding

Collect the practice pages and sort them into three piles: fluent, developing, and not yet. Any student in the third pile needs fractions retaught in a small group before the class moves on.

Differentiation

Extra support. Students who stall: pull them into a small group and rebuild fractions with concrete materials or a simpler text before asking for the written work again. Do not send the page home as homework, it will just rehearse the misunderstanding.

Extension. Students who finish early: ask them to write their own fractions problem for a partner to solve, then check the partner's work. Creating a problem is harder than solving one and it surfaces whether they really understand fractions.

Skills covered in this lesson

Add like fractions · Add fractions and mixed numbers · Add mixed numbers · Completing whole numbers (improper fractions) · Completing whole numbers (mixed numbers) · Subtract like fractions · Subtract fractions from whole numbers · Subtract fractions from mixed numbers · Subtract mixed numbers from whole numbers · Subtract mixed numbers · Subtract mixed numbers (missing number) · Mixed numbers to fractions

Practice pages for this lesson

6 items, 6 printable pages that match the independent-practice step.

Questions teachers ask about teaching fractions

What fraction skills should fourth graders master?
Fourth graders should understand equivalent fractions, compare fractions with different numerators and different denominators, add and subtract fractions with like denominators, multiply fractions by whole numbers, and convert between mixed numbers and improper fractions (CCSS 4.NF.A-B). They should understand that two fractions are equivalent if they represent the same point on a number line. Students learn to generate equivalent fractions by multiplying or dividing both the numerator and denominator by the same number. Worksheets that combine visual models (fraction bars, number lines) with symbolic operations help children see why equivalent fractions are equal and why the procedures for adding and comparing fractions work the way they do.
How do you teach equivalent fractions to fourth graders?
Start with visual models: show that 1/2 and 2/4 cover the same amount of a fraction bar. Then use number lines to show both fractions at the same point. Introduce the rule: multiplying both numerator and denominator by the same number creates an equivalent fraction (1/2 times 2/2 equals 2/4). Practice with fraction strips that children can fold and compare makes the concept tangible. Worksheets that ask students to find equivalent fractions using both visual models and the multiplication rule build the connection between the concrete and the abstract. Practice with many different fraction pairs helps children generalize the concept. Simplifying fractions by dividing numerator and denominator by their greatest common factor is the reverse process and should be taught alongside generating equivalents.
How do you teach adding fractions with like denominators?
Explain that the denominator names the size of the pieces (fourths, sixths, eighths) and the numerator tells how many pieces you have. Adding 2/5 plus 1/5 means combining 2 pieces of size one-fifth with 1 more piece of the same size, giving 3 pieces or 3/5. The denominator stays the same because the piece size does not change. Visual models with fraction bars or circles that show the pieces being combined make this clear. Worksheets that pair visual fraction addition with the symbolic equation help children see that they are counting same-sized pieces. Practice with results greater than 1 (like 3/4 plus 3/4 equals 6/4 or 1 and 2/4) introduces improper fractions and mixed numbers naturally in the addition context.

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