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Pythagoras and the Ratios: A Math Adventure
Contributor(s): Ellis, Julie (Author), Hornung, Phyllis (Illustrator)

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ISBN: 1570917760     ISBN-13: 9781570917769
Publisher: Charlesbridge Publishing
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Binding Type: Paperback - See All Available Formats & Editions
Published: February 2010
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Temporarily out of stock - Will ship within 2 to 5 weeks

Annotation: Pythagoras and his cousin Octavius want to win a music contest but first they must figure out how to play their musical instruments in unison, something that's never been done before. Pythagoras makes an important discovery-notes that sound pleasant together have a certain mathematical ratio. When Pythagoras applies this ration to his cousin's pipes and lyres, the result is music to his ears.

Click for more in this series: Charlesbridge Math Adventures
Additional Information
BISAC Categories:
- Juvenile Nonfiction | Mathematics - Geometry
- Juvenile Nonfiction | History - Ancient
- Juvenile Nonfiction | Music - Instruments
Dewey: 516.22
Age Level: 7-10
Grade Level: 2-5
Lexile Measure: 740 AD (Adult Directed Text)
Series: Charlesbridge Math Adventures
Physical Information: 0.13" H x 7.38" W x 9.5" L (0.36 lbs) 32 pages
Themes:
- Chronological Period - Ancient (To 499 A.D.)
- Cultural Region - Greece
Features: Ikids, Illustrated, Price on Product
Review Citations: School Library Journal 02/01/2010 pg. 108
Hornbook Guide to Children 07/01/2010 - Below Average, With Minor Flaw
Accelerated Reader Info
Quiz #: 135955
Reading Level: 4.2   Interest Level: Lower Grades   Point Value: 0.5
 
Descriptions, Reviews, Etc.
Publisher Description:
Julie Ellis and Phyllis Hornung Peacock team up once again to explore Pythagorean ratios in this humorous sequel to WHAT'S YOUR ANGLE, PYTHAGORAS?

Pythagoras and his cousins want to win a music contest, but first they must figure out how to play their instruments in tune, something that's never been done before.
While trying to fix the problem, Pythagoras makes an important discovery--notes that sound pleasant together have a certain mathematical relationship. When Pythagoras applies this ratio to his cousins' pipes and lyres, the result is music to the ears.

 
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