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  • Rich, Barnett, 1906-
     
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  • Geometry -- Outlines, syllabi, etc.
     
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  • Angles (Geometry) -- Outlines, syllabi, etc.
     
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  • Shapes -- Outlines, syllabi, etc.
     
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  • Geometrical constructions -- Outlines, syllabi, etc.
     
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  • Trigonometry -- Outlines, syllabi, etc.
     
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  • Area measurement -- Outlines, syllabi, etc.
     
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  • Mathematical geography -- Outlines, syllabi, etc.
     
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  • Geometry, Non-Euclidean -- Outlines, syllabi, etc.
     
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  •  Schaum's outlines. G...
     
     
     
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    Schaum's outlines. Geometry [electronic resource] / Barnett Rich, Christopher Thomas.
    by Rich, Barnett, 1906-
    View full image
    New York : McGraw-Hill Education, c2013.
    Subjects
  • Geometry -- Outlines, syllabi, etc.
  •  
  • Angles (Geometry) -- Outlines, syllabi, etc.
  •  
  • Shapes -- Outlines, syllabi, etc.
  •  
  • Geometrical constructions -- Outlines, syllabi, etc.
  •  
  • Trigonometry -- Outlines, syllabi, etc.
  •  
  • Area measurement -- Outlines, syllabi, etc.
  •  
  • Mathematical geography -- Outlines, syllabi, etc.
  •  
  • Geometry, Non-Euclidean -- Outlines, syllabi, etc.
  • Electronic Resourcehttp://hawaii.lib.overdrive.com/ContentDetails.htm?ID=2141F878-0982-4326-AAC6-97FEA41B2B22 This title is available online; click here to access
    Electronic Resourcehttp://images.contentreserve.com/ImageType-100/0018-1/{2141F878-0982-4326-AAC6-97FEA41B2B22}Img100.jpg
    ISBN: 
    9780071795418 (electronic bk.)
    0071795413 (electronic bk.)
    Series: 
    McGraw-Hill's AccessEngineering.
    Description: 
    1 online resource (x, 326 p.) : ill.
    Edition: 
    5th ed.
    Contents: 
    Lines, angles, and triangles -- Methods of proof -- Congruent triangles -- Parallel lines, distances, and angle sums -- Parallelograms, trapezoids, medians, and midpoints -- Circles -- Similarity -- Trigonometry -- Areas -- Regular polygons and the circle -- Locus -- Analytic geometry -- Inequalities and indirect reasoning -- Improvement of reasoning -- Constructions -- Proofs of important theorems -- Extending plane geometry into solid geometry -- Transformations -- Non-Euclidean geometry -- Formulas for reference -- Answers to supplementary problems.
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