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The University of Virginia record
March 1, 1919
  
[title page]
  
PUBLICATIONS OF THE UNIVERSITY OF VIRGINIA.
  
THE UNIVERSITY OF VIRGINIA RECORD
  
FOUNDED BY THOMAS JEFFERSON.
  
[frontispiece]
  
CONTENTS.
  
[section]
  
CALENDAR.

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ORGANIZATION.
  
THE CORPORATION OF THE UNIVERSITY.
  
TRUSTEES OF THE MILLER FUND.
  
ALUMNI TRUSTEES OF THE UNIVERSITY OF VIRGINIA ENDOWMENT FUND.
  
GENERAL ALUMNI ASSOCIATION.
  
OFFICERS OF ADMINISTRATION.
  
ADMINISTRATIVE COUNCIL.
  
OFFICERS OF INSTRUCTION.
  
ADMINISTRATIVE COMMITTEES OF THE FACULTY.
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ROSTER OF OFFICERS AND NON-COMMISSIONED OFFICERS, STUDENT ARMY TRAINING CORPS, UNIVERSITY OF VIRGINIA UNIT.
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REGISTER OF STUDENTS.
  
SUMMARY OF ATTENDANCE.
  
STUDENTS REGISTERED IN 1917-18 AFTER JAN. 1, 1918.
  
RECIPIENTS OF DEGREES JUNE 11, 1918.
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HOLDERS OF SCHOLARSHIPS AND FELLOWSHIPS.
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ENTRANCE REQUIREMENTS.
  
ACCREDITED SCHOOLS.
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REGULATIONS.
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EXPENSES.
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SCHOLARSHIPS AND FELLOWSHIPS.
  
LOAN FUNDS.
  
UNIVERSITY PRIZES.
  
UNIVERSITY EXTENSION LECTURES.
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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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DEPARTMENT OF ENGINEERING.
  
ENTRANCE REQUIREMENTS.
  
PROGRAMS OF STUDY.
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COURSES OF INSTRUCTION.
  
Freshman Year:
  
Junior Year:
  
Senior Year:
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MATHEMATICS.
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Freshman Mathematics. [Page and Luck.]
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Sophomore Mathematics. [Echols.]
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PHYSICS.
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CHEMISTRY.
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GEOLOGY AND MINING.
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APPLIED MATHEMATICS.
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EXPERIMENTAL ENGINEERING.
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CIVIL ENGINEERING.
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PRACTICE COURSES.
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MECHANICAL ENGINEERING.
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SHOP-WORK.
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ELECTRICAL ENGINEERING.
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LABORATORY COURSES.
  
SCHEDULE.
  
PROGRAM FOR DEGREE COURSES.
  
EXPENSES OF REGULAR STUDENTS.
  
EXAMINATIONS AND REPORTS.
  
REGULATIONS.
  
ADVANCED STANDING.
  
DRAFTING ROOMS.
  
SHOPS.
  
EXPERIMENTAL ENGINEERING LABORATORIES.
  
FIELD WORK IN CIVIL ENGINEERING.
  
ELECTRICAL ENGINEERING LABORATORY.
  
BUILDINGS.
  
LECTURE HOURS AND EXAMINATION DAYS.
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THE SUMMER SCHOOL.
  
THE UNIVERSITY LIBRARY.
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STUDENT ACTIVITIES.
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RELIGIOUS WORK.
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PHYSICAL TRAINING.

  
INDEX OF NAMES.
  
SUBJECT INDEX.
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105. Integral Calculus.

The integral calculus is taken up; the integral is defined, and exercises
in elementary integration prepare for the application to numerous problems
in lengths, areas and volumes. When time permits, a brief introduction
to ordinary differential equations will be given. (Spring.)

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