Difference between revisions of "Geometry and Spatial Sense"

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  | label2 = Course Code | data2 = [[Geometry and Spatial Sense|GEOM]]
 
  | label2 = Course Code | data2 = [[Geometry and Spatial Sense|GEOM]]
 
  | label3 = Year Opened | data3 = 1998
 
  | label3 = Year Opened | data3 = 1998
  | label4 = Sites Offered | data4 = [[ALE]], [[NUE]], [[SAN]], [[SPE]], [[WLA]]
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  | label4 = Sites Offered | data4 = [[SPE]]
  | label5 = Previously Offered | data5 = [[ALX]], [[BDA]], [[LAJ]], [[MTA]], [[NRS]], [[NUE]], [[OMS]], [[STP]], [[WIN]]
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  | label5 = Previously Offered | data5 = [[ALE]], [[ALX]], [[BDA]], [[LAJ]], [[NUE]], [[MTA]], [[NRS]], [[NUE]], [[OMS]], [[SAN]], [[STP]], [[WIN]], [[WLA]]
 
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{{Baby CTY Courses}}
 
==Course Description==
 
==Course Description==
[https://web.archive.org/web/19990421034633/http://www.jhu.edu:80/~gifted/acadprog/ys/n-mathsc.htm#GEOM From the CTY Course Catalog] (1999):
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From the CTY Course Catalog:
  
Spatial understanding is necessary for interpreting, understanding, and appreciating our inherently geometric world. Virtually every task a person performs--whether creating a Lego® kingdom, painting a portrait, or rearranging furniture in a room--req uires good spatial sense and knowledge of how different shapes fit together.
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Spatial understanding is necessary for interpreting, understanding, and appreciating our inherently geometric world. Many everyday tasks such as designing a treehouse, solving a jigsaw puzzle, or laying out a garden require spatial reasoning abilities. This course will help you develop those abilities through discussions and hands-on investigations. You’ll explore mathematical relationships such as congruence, symmetry, and reflection; learn geometric formulas to calculate area, surface area, perimeter, circumference, and volume; and explain your findings using geometric terminology. You and your classmates will explore the geometric properties of regular polygons and create your own polyhedra using paper-folding techniques. By creating two- and three-dimensional drawings and physical models, you’ll study tessellations, similarity, measurement, polygons, and curved shapes. You’ll leave this course with a solid understanding of foundational geometry concepts and a well-developed spatial sense.
 
 
This course offers active experiences in discovering and demonstrating mathematical relationships such as reflections, transformations, and symmetry through exploration and investigation. Tessellations, congruence, similarity, measurement, polygons, poly hedra, and curved shapes are investigated through two- and three-dimensional physical models and drawings. Students create their own regular polygons using paper-folding techniques and learn the geometrical properties of various n-gons. They construct ge ometric figures using a straight edge and a compass and are exposed to the basic elements of geometry.
 
  
 
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[[Category: Courses]]
[[Category: Alexandria (ALE)]]
 
[[Category: Alexandria (ALX)]]
 
[[Category: Bethesda]]
 
[[Category: Brooklandville]]
 
[[Category: La Jolla]]
 
[[Category: Los Angeles (Windward)]]
 
 
[[Category: New York]]
 
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[[Category: Owings Mills]]
 
[[Category: Pasadena (MTA)]]
 
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[[Category: West Los Angeles (Mirman)]]
 

Latest revision as of 20:48, 22 March 2023

Geometry and Spatial Sense
Mathematics Course
Course CodeGEOM
Year Opened1998
Sites OfferedSPE
Previously OfferedALE, ALX, BDA, LAJ, NUE, MTA, NRS, NUE, OMS, SAN, STP, WIN, WLA
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Course Description

From the CTY Course Catalog:

Spatial understanding is necessary for interpreting, understanding, and appreciating our inherently geometric world. Many everyday tasks such as designing a treehouse, solving a jigsaw puzzle, or laying out a garden require spatial reasoning abilities. This course will help you develop those abilities through discussions and hands-on investigations. You’ll explore mathematical relationships such as congruence, symmetry, and reflection; learn geometric formulas to calculate area, surface area, perimeter, circumference, and volume; and explain your findings using geometric terminology. You and your classmates will explore the geometric properties of regular polygons and create your own polyhedra using paper-folding techniques. By creating two- and three-dimensional drawings and physical models, you’ll study tessellations, similarity, measurement, polygons, and curved shapes. You’ll leave this course with a solid understanding of foundational geometry concepts and a well-developed spatial sense.