Adding Fractions with Mathematical Language
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Adding Fractions with Mathematical Language

Year 7 Mathematics Using Precise Vocabulary 50-Minute Lesson

Vocabulary Carousel Activity
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Vocabulary Carousel Activity

Move around the room in pairs Visit each vocabulary card station Spend 1 minute discussing each term Create sentences using mathematical language

Understanding Fractions
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Understanding Fractions

A fraction shows parts of a whole Numerator = number of parts we have Denominator = total number of equal parts Same denominator = same-sized pieces

Adding Fractions - Same Denominator
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Adding Fractions - Same Denominator

Keep the denominator the same Add only the numerators Example: 3/7 + 2/7 = 5/7 The whole stays divided into 7 equal parts

Subtracting Fractions - Same Denominator
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Subtracting Fractions - Same Denominator

Keep the denominator the same Subtract only the numerators Example: 5/7 - 2/7 = 3/7 We're taking away parts, not changing the size of pieces

Guided Practice Worksheet
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Guided Practice Worksheet

Complete 8 fraction problems independently 4 addition problems, 4 subtraction problems Pair up to explain your answers Use mathematical sentence frames

Real-World Problem Solving
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Real-World Problem Solving

Liam ate 3/8 of a pizza and Sophie ate 2/8 How much pizza did they eat together? Write a paragraph explaining your solution Use mathematical vocabulary correctly

Learning Summary
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Learning Summary

When adding or subtracting fractions with the same denominator, keep the denominator and add or subtract the numerators. Clear mathematical language helps us explain our thinking accurately.