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University of Virginia record
February, 1913
  
UNIVERSITY OF VIRGINIA RECORD
  
[title page]
  
FOUNDED BY THOMAS JEFFERSON.
  
CONTENTS.
  
[frontispiece]
  
CALENDAR FOR 1913-1914.

expand sectionI. 
PART I.
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PART II.
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PART III.
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THE ACADEMIC SCHOOLS.
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THE COLLEGE.
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DEPARTMENT OF GRADUATE STUDIES.
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DEPARTMENT OF LAW.
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DEPARTMENT OF MEDICINE.
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THE UNIVERSITY OF VIRGINIA HOSPITAL.
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THE DISPENSARY.
  
UNIVERSITY OF VIRGINIA HOSPITAL TRAINING SCHOOL FOR NURSES.
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DEPARTMENT OF ENGINEERING.
  
ENTRANCE REQUIREMENTS.
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COURSES OF INSTRUCTION.
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MATHEMATICS.
 100. 
100 Trigonometry. [Page.]
 101. 
101 Algebra. [Page.]
 102. 
102 Analytical Geometry. [Page.]
 103. 
103 Conic Sections. [Echols.]
 104. 
104 Differential Calculus. [Echols.]
 105. 
105 Integral Calculus. [Echols.]
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PHYSICS.
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CHEMISTRY.
  
THE CHEMICAL JOURNAL CLUB.
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GEOLOGY AND MINING.
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MECHANICS.
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DRAWING AND SHOP WORK.
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CIVIL ENGINEERING.
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MECHANICAL ENGINEERING.
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ELECTRICAL ENGINEERING.
  
LECTURE SCHEDULE. DEPARTMENT OF ENGINEERING.
  
EXAMINATIONS AND REPORTS.
  
DEGREES.
  
PROGRAMME OF EXAMINATIONS.
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EXPENSES OF REGULAR STUDENTS.
  
REQUIREMENTS FOR ADVANCED STANDING.
  
HUMANISTIC STUDIES.
  
DRAFTING ROOMS.
  
SHOPS.
  
FIELD INSTRUMENTS.
  
ROAD MATERIAL TESTS.
  
LABORATORY WORK IN STRENGTH OF MATERIALS.
  
LABORATORY AND FIELD-WORK IN HYDRAULICS.
  
ENGINE AND BOILER TESTS.
  
LABORATORY WORK IN ELECTRICAL ENGINEERING.
  
BUILDINGS.
 I. 
I—CIVIL ENGINEERING.
 II. 
II—MECHANICAL ENGINEERING.
 III. 
III—ELECTRICAL ENGINEERING.
 IV. 
IV—CHEMICAL ENGINEERING.
 V. 
V—MINING ENGINEERING.
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SUMMER SCHOOL.
  
THE UNIVERSITY LIBRARY.
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PART IV.

  
INDEX.
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102 Analytical Geometry. [Page.]

Lectures 9-10, Monday, Wednesday, Friday.

In this elementary course the study of Cartesian and Polar Coördinates
is followed by numerous exercises on the graphical representation
of equations. Special attention is given to the straight
line and the representation of the general equation of the first degree
in two variables. The course is intended to prepare for the
fuller study of the Analytical Geometry of the Conic Sections.

[Required, Spring, in Courses I, II, III, IV, V (1).]

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