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ARITHMETIC AND ALGEBRA.

GEOMETRY.

PLANE AND SPHERICAL TRIGONOMETRY.

CONIC SECTIONS.

THE ELEMENTS OF STATICS AND DYNAMICS.
THE ELEMENTS OF HYDROSTATICS.

THE ELEMENTS OF OPTICS.

This Examination shall take place on Tuesday, Wednesday, and Thursday in the week following the Matriculation Examination; in the Morning from Ten to One, and in the Afternoon from Three to Six.

In determining the relative position of Candidates, the Examiners shall have regard to the proficiency in Mathematics evinced by the Candidates at the Matriculation Examination.

The Examiners shall publish in the course of the following week a list of the Candidates who acquit themselves to their satisfaction, in the order of proficiency; and Candidates shall be bracketed together, unless the Examiners are of opinion that there is a clear difference between them.

Candidates for Honours in CLASSICS shall be examined in the following subjects:

THE GREEK AND LATIN LANGUAGES.

Homer......
......The first Six Books of the Iliad, and Books IX-
XII of the Odyssey.

Eschylus....Prometheus.

Euripides....Medea.

Sophocles....Antigone.
Thucydides..Book I.

Herodotus...Book II.

Demosthenes.The Olynthiacs and Philippics.
Plato.........Apology of Socrates, and Crito.

Xenophon....The Memorabilia.

Virgil.

Horace.

Sallust........The Wars with Catiline and Jugurtha.

Livy ..........Books XXI. and XXXI.

Cicero....

.De Senectute; De Amicitiâ; the Orations against Catiline, Pro Milone, Pro Archiâ, and the 2nd Philippic.

Tacitus........Agricola; Germania; and Annals, Book I.

COMPOSITION IN LATIN AND IN ENGLISH.

Latin prose translation and retranslation.

English prose analysis of any of the subjects selected for examination; original composition upon questions arising out of the classical authors selected for examination.

The papers in Classics shall consist of passages to be translated, accompanied by questions in Grammar, History, and Geography.

This Examination shall take place on Tuesday, Wednesday, and Thursday in the week following the Examination for Honours in Mathematics and Natural Philosophy; in the Morning from Ten to One, and in the Afternoon from Three to Six.

In determining the relative position of Candidates, the Examiners shall also have regard to the proficiency in Classics, History, and Geography, evinced by the Candidates at the Matriculation Examination.

The Examiners shall publish in the course of the following week a list of the Candidates who acquit themselves to their satisfaction, in the order of proficiency; and Candidates shall be bracketed together, unless the Examiners are of opinion that there is a clear difference between them.

Candidates for Honours in NATURAL HISTORY shall be examined in one or both of the following subjects:

BOTANY.

ZOOLOGY.

The Examination for Honours in CHEMISTRY shall take place on the Friday in the week following the Pass Examination, in the Morning from Ten to One; and the

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Examination in Natural History, on the same day, in the Afternoon from Three to Six.

Such Candidates for Honours in Chemistry and in Natural History as acquit themselves to the satisfaction of the Examiners, shall be arranged in the order of proficiency in each subject.

If in the opinion of the Examiners any Candidate shall possess sufficient merit, the Candidate who shall distinguish himself the most in Mathematics and Natural Philosophy, and the Candidate who shall distinguish himself the most in Classics, shall each receive an Exhibition of Thirty Pounds per annum for the next Two Years, if continuing during that period Students at one of the Institutions in connection with this University. Under the same circumstances, the Candidate who shall distinguish himself the most in Chemistry, and the Candidate who shall distinguish himself the most in either branch of Natural History, shall each receive a Prize of Books to the value of Five Pounds.

BACHELOR OF ARTS.

The Examination for the Degree of BACHELOR OF ARTS shall take place once a year, and commence on the fourth Monday in October.

No Candidate shall be admitted to this Examination unless he have produced Certificates from the authorities of one of the Institutions in connection with this University, to the following effect:

1. Of having been a Student during Two Years at one of such Institutions.

2. And of Good Conduct, so far as their opportunities of knowledge have extended.

These Certificates shall be transmitted to the Registrar at least fourteen days before the Examination begins.

No Candidate shall be admitted to the Examination for the Degree of B.A. within two academical years of the time of his passing the Matriculation Examination.

The Fee for the Degree of B.A. shall be Ten Pounds. No Candidate shall be admitted to the Examination unless he have previously paid this Fee to the Registrar; and if he fail to pass the Examination, the Fee shall be returned to him.

The Examination shall be conducted by means of Printed Papers; but the Examiners shall not be precluded from putting any vivá voce questions upon the written answers of the Candidates, when they appear to require explanation.

Candidates for the Degree of Bachelor of Arts shall be examined in the following subjects:

MATHEMATICS AND NATURAL PHILOSOPHY.

ARITHMETIC AND ALGEBRA.

The ordinary rules of Arithmetic.

Vulgar and Decimal Fractions.

Extraction of the Square Root.

Addition, Subtraction, Multiplication, and Division of Alge

braical Quantities.

Algebraical Proportion and Variation.

Permutations and Combinations.

Arithmetical and Geometrical Progression.

Simple and Compound Interest; Discount and Annuities for terms of years.

Simple and Quadratic Equations, and Questions producing them.

The nature and use of Logarithms.

GEOMETRY.

The First Book of Euclid.

The principal properties of Triangles, Squares, and Paral-
lelograms, treated geometrically.

The principal properties of the Circle treated geometrically.
The relations of similar figures.

The Eleventh Book of Euclid to Prop. 21.

The equation to the Straight Line and the equation to the
Circle referred to rectangular co-ordinates.

The equations to the Conic Sections referred to rectangular
co-ordinates.

PLANE TRIGONOMETRY.

Plane Trigonometry as far as to enable the Candidate to solve all the cases of Plane Triangles.

The following propositions :

sin (A + B) = sin A cos B+ cos A sin B

cos (A+B) = cos A cos B sin A sin B

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The expression for the area of a triangle in terms of its sides. MECHANICS.

The Composition and Resolution of Forces.

The Mechanical Powers.

The Centre of Gravity.

The general laws of Motion.

The Motion of Falling Bodies in free space and down inclined planes.

HYDROSTATICS, HYDRAULICS, AND PNEUMATICS.

The pressure of fluids is equally diffused and varies as the depth.

The surface of a fluid at rest is horizontal.

Specific Gravity.

A floating body displaces exactly its weight of the fluid, and is supported as if by a force equal to its weight pressing upwards at the centre of gravity of the displaced fluid. The Common Pump and the Forcing-Pump.

The Barometer.

The Air-Pump.

The Steam-Engine.

ASTRONOMY.

The apparent motion of the heavens round the earth.
The apparent motion of the sun through the fixed stars.
The phenomena of Eclipses.

The Regression of the Planets.

Proofs of the Copernican System.

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