Difference between revisions of "Geometry and Spatial Sense"

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{{Infobox
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| title  = Geometry and Spatial Sense
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| header1 = Mathematics Course
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| label2 = Course Code | data2 = [[Geometry and Spatial Sense|GEOM]]
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| label3 = Year Opened | data3 = 1998
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| label4 = Sites Offered | data4 = [[SPE]]
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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}}
 
{{Baby CTY Courses}}
[[Geometry and Spatial Sense]] is a [[Baby CTY]] course that students learn things such as congruence, symmetry and reflection. It is an introduction to Geometry. Its course code is [[Geometry and Spatial Sense|GEOM]]. This course is offered at:
 
 
First Session Only: [[La Jolla]], [[San Mateo]] and [[Sandy Spring]]
 
 
Second Session Only: [[Alexandria]]
 
 
Both Sessions: [[Los Angeles (Windward)]] and [[New York]]
 
 
 
==Course Description==
 
==Course Description==
 +
From the CTY Course Catalog:
  
From the CTY Summer Catalog:
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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.
 
 
Spatial understanding is necessary for interpreting, understanding, and appreciating our inherently geometric world. Many tasks a person performs—whether designing a treehouse, solving a jigsaw puzzle, or laying out a garden—require good spatial reasoning abilities.
 
 
 
Through interactive investigation and discussion, students discover mathematical relationships such as congruence, symmetry, and reflection. They learn geometric formulas to calculate area, surface area, perimeter, circumference, and volume and are asked to explain their findings using geometric terminology. Students explore the geometric properties of regular polygons and create their own polyhedra using paper-folding techniques. Tessellations, similarity, measurement, polygons, polyhedra, and curved shapes are investigated through two- and three-dimensional drawings and physical models. Students also construct classic geometric figures using a straight edge and a compass as they are introduced to the essential elements of geometry. Through explorations and demonstrations, students leave this course with greater spatial sense as well as a solid understanding of foundational geometric concepts.
 
  
Students must have completed grades: 3 or 4
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[[Category: Courses]]
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[[Category: New York]]

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.