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Sir Cumference & the First Round Table
by: Cindy Neuschwander

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Sir Cumference Math series are a terrific way to teach children elementary math lessons. Bring elementary math and geometry alive as you read about Sir Cumference and his Lady Di of Ameter. Your children will actually remember the math lesson and geometry concepts.

When King Arthur and his knights get together, the table they have is so long that everyone has to shout to be heard. A rectangular table is too long and a triangular table is too pointy, but somehow they must sit down and discuss the shape of the future. Join a knight called Sir Cumference, his wife, Lady Di of Ameter, and their son Radius as they use different strategies to solve this quandary.

Can Sir Cumference and Lady Di of Ameter "measure up" to the challenge of building a better table?

Explore the castle, watch a tournament, and ride along with Sir Cumference as he searches for the shape of the future. Noisy knights, a clever carpenter, and a juggling jester all add to the fun.

Math Concepts:

  • Geometry
  • Circumference
  • Diameter
  • Area of a Rectangle
  • Parallelogram
  • Triangle
  • Circle



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Sir Cumference Series Math Package (Save 20% when you buy all 6!)
           Sir Cumference & the Dragon of Pi
           Sir Cumference & the First Round Table
           Sir Cumference & the Great Knight of Angleland
           Sir Cumference & the Sword in the Cone
           Sir Cumference & the Isle of Immeter
           Sir Cumference & All the King's Tens

Younger Adventurers Math Package (Save 20% when you buy all 6!)
           A Place for Zero
           Equal Shmequal
           Multiplying Menace: The Revenge of Rumpelstiltskin
           Once Upon a Dime
           Sold! A Mathematics Adventure
           Alice In Pastaland

Older Adventurers Math Package (Save 20% when you buy all 6!)
           Zachary Zormer: Shape Transformer
           Beanstalk: The Measure of a Giant
           Cut Down to Size at High Noon
           Rabbits Rabbits Everywhere
           What's Your Angle, Pythagoras?
           A Very Improbable Story


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