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In earlier lessons, students saw that one way to generate equivalent fractions is by grouping unit fractions on a number line into larger units. For instance, 12 twelfths could be put in groups of 3 to make 4 equal parts, each part being a fourth. Or they could be put into groups of 2 to make 6 equal parts, each part being a sixth, which means that . Some students may have related these observations to the fact that and . These insights are formalized and generalized in this lesson.
Students have also generated equivalent fractions and verified equivalence by multiplying the numerator and denominator by the same number. In this lesson, they find equivalent fractions by dividing and by a factor that is common to both numbers.
Warm-up
Activity 1
Activity 2
Activity 3
Lesson Synthesis
Cool-down