Irrational and Rational Decimals - Real Number System - Graphic Notes
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Finally Clicked
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Description
Visual and graphic organization of properties of rational and irrational numbers. Use a a classroom display, or share during a lesson on the real number system.
If you like the idea behind this graphic organizer, you might like the game I developed this diagram for. It is a 2 player game, though I believe it could be played with three players. To play, students will pull a card and decide if it is a rational or irrational term. Players should check that their opponent moves 3 spaces (like 3 dots) for each irrational number, and 0 spaces (like stopping) for every terminating rational number. A repeating rational number can move ahead 3 spaces PLUS the number of digits in the repetend. If a student is on the same space as another player, they get knocked back to their opponents previous place. Fun times for learning the difference between rational and irrational terms. Check it out!
Follow this link to see my Irrational VS Rational Terms Game
Or visit My Store, Finally Clicked! to check out my other products. I've just started uploading, but I'll be adding more as often as possible.
If you like the idea behind this graphic organizer, you might like the game I developed this diagram for. It is a 2 player game, though I believe it could be played with three players. To play, students will pull a card and decide if it is a rational or irrational term. Players should check that their opponent moves 3 spaces (like 3 dots) for each irrational number, and 0 spaces (like stopping) for every terminating rational number. A repeating rational number can move ahead 3 spaces PLUS the number of digits in the repetend. If a student is on the same space as another player, they get knocked back to their opponents previous place. Fun times for learning the difference between rational and irrational terms. Check it out!
Follow this link to see my Irrational VS Rational Terms Game
Or visit My Store, Finally Clicked! to check out my other products. I've just started uploading, but I'll be adding more as often as possible.
Total Pages
1 page
Answer Key
N/A
Teaching Duration
N/A
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Standards
to see state-specific standards (only available in the US).
CCSS8.NS.A.1
Know that numbers that are not rational are called irrational. Understand informally that every number has a decimal expansion; for rational numbers show that the decimal expansion repeats eventually, and convert a decimal expansion which repeats eventually into a rational number.
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