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SHAKESPEARE: King Lear; Julius Cæsar: A Midsummer Night's Dream.

MILTON L'Allegro; Il Penseroso; Lycidas.

Selections from Tennyson, by Rowe and Webb (Macmillan).

The notes are not prescribed.

M. PATTISON: Milton (English Men of Letters Series). HAMERTON: The Intellectual Life (Macmillan's Colonial Library). The following portions only are prescribed, viz., Parts I, II, 1-3; III to V; and IX to XII inclusive.

MRS. CRAIK: John Halifax, Gentleman.

DOWDEN: Shakespeare Primer.

Those portions of Stephen Gwynn's "The Masters of English Literature," which deal with the authors prescribed.

PHILOSOPHY.

MENTAL AND MORAL SCIENCE.

MILL Utilitarianism.

MUIRHEAD: Ethics (University Extension Series-3rd editión, revised and enlarged).

W. JAMES: Text book of Psychology (Macmillan & Co.) FRASER: Selections from Berkeley, 5th Ed., pages 1 to 166, together with Fraser's Introduction.

FLINT: Theism, Chapters I to IX;

or

SIDGWICK: Outlines of the History of Ethics.

Sanskrit.

BHAVABHUTI: Uttararama Charita.

KALIDASA: Vikramorvasi (Bombay Sanskrit Series Ed. recommended).

Grammar as contained in MAX MÜLLER's larger Grammar, or in WHITNEY's Sanskrit Grammar, or in KALE'S Higher Sanskrit Grammar (Bombay).

APTE'S Guide to Sanskrit Composition, including the illustrative sentences in smaller type.

(Sanskrit must be written in the Devanagri character only.)

Arabic.

SHAMS-UL-ULAMA M. SYYAD AMJAD ALI, M.A.: Selections in Arabic Prose and Poetry.

In place of the following four pieces included in the above Selections -Tarikhe Abul Feda, Kashful Mukhabha, Al-Jawaeb and An-Nahla-candidates may optionally take up the first 50 pages of Ibn Khaldun's Muqaddamat.

Arabic-Persian.

Arabic Persian Course by Shams-ul-ulama M. Syyad Amjad Ali, M.A.

Latin.

HORACE: EPISTLES, BOOKS I and II, and Ars Poetica.
CICERO: De Oratore, Book I.

TACITUS: Annals, Book I.

NOTE.-The B.A. Latin Examination papers will contain passages for translation from English into Latin, and unseen passages for translation from Latin into English and one-third of the total marks will be assigned to such passages.

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A-Modern European History

FREEMAN General Sketch of European History (from 1453 A.D.)

MICHELET: Precis de l'Histoire Moderne (Summary of
Modern History. Translated and continued by Ŏ. M.
Simpson).

C. W. OMAN: England in the 19th Century.
ALISON PHILLIPS: Modern Europe, from 1815.

B—Indian History—

and

VINCENT SMITH: The Early History of India from 600 B.C. to the Muhammadan conquest.

LANE-POOLE: Medieval India (Story of the Nations
Series).

LYALL: Rise of the British Dominion in India.
STRACHEY: India (New and Revised Edition).

POLITICAL SCIENCE WITH HISTORY.

A.-Modern European History—

FREEMAN: General Sketch of European History (from 1453 A.D.)

MICHELET:

Precis de l'Histoire Moderne (Summary of Modern History. Translated and continued by C. M. Simpson).

C. W. OMAN: England in the 19th Century.

ALISON PHILLIPS: Modern Europe from 1815.

B.-Political Science

and

SEELEY Introduction to Political Science.

WOODROW WILSON: Historical and Practical Politics (omitting Chapters 4, 6, 7, 9 and 11). STRACHEY: India (New and Revised Edition).

E. JENKS: History of Politics.

POLITICAL ECONOMY.

WALKER: Political Economy.

A. MARSHALL: Principles of Economics.

H. de B. GIBBINS : Industrial History of England.
J. N. KEYNES: Scope and Method of Political Economy.

MATHEMATICS.

As in B.Sc.

B.Sc. EXAMINATION, 1907.

At the Examination for the Degree of Bachelor of Science, every candidate will be examined in

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As in B.A. (General Section): —
(Two papers and a vivá voce Examination.)

1st paper: Unseen Passages from modern books, or magazines, or newspapers, on History, Biography, Travel, etc., with grammatical questions.

2nd paper: An Essay, on a subject of general interest. Vivâ voce: Conversational; based on unseen passages similar to those set in the 1st paper, with grammatical questions.

MATHEMATICS.

Algebra: Convergence and Divergence of series, Continued fractions, Partial fractions, Inequalities, Determinants.

Trigonometry:

Inverse trigonometrical functions, DeMoivre's theorem, Summation of trigonometrical series, Hyperbolic functions, Expansion of trigonometrical functions.

Analytical Geometry: The straight line, circle, parabola, ellipse, hyperbola, and the general equation of the second degree, treated by means of rectangular, oblique and polar co-ordinates.

Differential Calculus: Differentiation, successive differentiation, development of functions, indeterminate forms, partial differential co-efficients, maxima and

minima for a single variable, tangents and normals to curves, asymptotes, multiple points on curves, envelopes, convexity, concavity, points of inflexion, radius of curvature, evolutes, curve tracing.

Integral Calculus: General methods of integration, standard forms, integration by parts, formulæ of reduction, rectification of curves, quadrature, surfaces and volumes of solids of revolution.

Dynamics: Motion in a straight line, mass, momentum, collision, force, work, energy, power, composition of velocities and accelerations, coplanar forces, point, forces on a rigid body, parallel forces, centre of gravity, machines, friction, oblique impact, projectiles, motion in a circle under central force, simple harmonic motion, pendulum.

Hydrostatics: Fluid pressure, pressure on immersed surface, specific gravity, properties of gases, machines depending upon fluid pressure.

There will be three Question-papers.

PHYSICS.

The Examination in Physics shall consist of two papers and a practical examination.

The following Syllabus is prescribed :—

General properties of matter

Law of Gravitation. Elementary cases of attraction, e.g., attractions of a sphere and spherical shell on internal and external points, attraction of a disc and attraction of any closed surface on a point just outside. Definition of potential and its determination in simple cases. Definition of Equipotential surface and lines of force, and elementary propositions connected therewith. Definition of Elasticity. HOOKE's Law and determination. of YOUNG'S Modulus. Definition of Moments of Inertia and Radius of Gyration. Calculation of Moments of Inertia of a sphere about any axis, and of a cylinder about axis perpendicular to or parallel to axis of cylinder.

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