Directly Proportional and Inversely Proportional

Learn how direct proportion doubles together and inverse proportion halves when one doubles. Let’s get started! 🚀

Directly Proportional and Inversely Proportional - introduction visual

Video Lesson

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Flashcards

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Direct proportionality between the number of watermelons and their total cost, with calculations.Inverse proportion chart showing number of workers and hours needed, demonstrating that more workers reduce the time required to complete a task.Direct and inverse proportionality concepts with real-life examples showing the relationship between quantities and costs or time.

🛎️ What Is Direct Proportionality?

  • In direct proportion, doubling one value will double the other.
  • If 1 watermelon costs £4, then 2 cost £8 and 4 cost £16.

🛎️ What Is Inverse Proportionality?

  • In inverse proportion, doubling one value will halve the other.
  • For a task, 15 people take 2 hours, but 30 people only take 1 hour.

🛎️ Spotting the Difference Quickly

  • In direct proportion, the unit rate stays the same.
  • In inverse proportion, the product of the two quantities stays the same.

Practice Questions

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Interactive Activity

See the dynamics of direct and inverse proportions

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