Reducing Fractions to Simplest Form

This video tutorial focuses on simplifying fractions to their simplest forms by using the greatest common factor (GCF). The instructor provides multiple examples, such as simplifying 18/20, 16/20, 24/40, 36/54, and 27/90, demonstrating how to find the GCF and use it to reduce fractions efficiently. The tutorial emphasizes the importance of identifying the GCF to save steps in the simplification process.

What does it mean to reduce a fraction to its simplest form?

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How do you simplify a fraction?

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Explain the process of simplifying the fraction 18/20.

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What is the simplest form of 16/20 and how did you arrive at that answer?

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What is the greatest common factor and why is it important in simplifying fractions?

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How would you simplify the fraction 36/54?

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What steps would you take to reduce the fraction 27/90 to its simplest form?

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