Richard II. (Clarendon Press); Henry IV., 1 and 2 (Jacmillan); Henry V. (Clarendon Press). Add. for Honours.—Cook, First Book of Old English (Ginn & Co.); Sir Gawayne and the Green Knight (Early English Text Society); Selections from Malory (Macmillan). 13. Third Year.--Lectures on Shakespeare's English Histories. Lectures on the History of English Literature in the 19th Century. Special books to be named hereafter. Add. for Honours.—Beowulf (Ginn & Co.); Maclean, Old and Middle English Reader (Macmillan). ENGLISH--1902. First Year.—Lectures on English Language, Composition and Style. Chaucer, Minor Poems (Bell); Shakespeare, Julius Cæsar ( Clarendon Press). Second Year.–Lectures on the chief writers from Chaucer to Milton. Special subject, History of the Drama. Prescribed Books: Chaucer (Globe Edition), Kyd, Spanish Tragedy (Temple Dramatists). Shakespeare, Romeo and Juliet (Macmillan); Othello, (Macmillan); Lear (Clarendon Press). Webster, Duchess of Malfi (Temple Dramatis); Surrey's Sonnets (Surrey, -Aldine Edition). Add. for Honours.—Sweet, Anglo-Saxon Reader (Clarendon Press); Pollard Miracle Plays (Clarendon Press); Eyre-Todd, Medieval Scottish Poetry (Hodge & Co.). Third Year.—Lectures on the Literature of the 18th Century. Lectures on Shakespeare's Tragedies. Set Books : Shakespeare (Globe Edition); Dryden, Essay on Dramatic Poetry (Blackie); Pope, Essay on Criticisin (Blackie); Swift, Prose Selections (Walter Scott); Thomson, Castle of Indolence (('larendon Press); Goldsmith, Vicar of Wakefield; Gray, selected Poems (Clarendon Press). Add. for Honours.-Christed. Cook, Albion Edition, Ginn g Co.); Andreas, ed. Baskerville (Ginn & Co.); Maclean, Old and Middle English Reader (Macmillan). 14. MATHEMATICS.* CLASS EXAMINATIONS. All students attending lectures, except the Third Year A lectures, must present themselves at the class examinations held at the end of the classes they have been attending: * The lecture subjects for evening students in Mathematics are the same as those prescribed for day students of corresponding standing in the University, Such class examinations will be held as under : AT THE END OF LENT TERM. First Year in Arts .. Geometry. Second Year in Arts Analytical Geometry and Differen tial Calculus Second Year in Science Differential Calculus. Third Year in Art (i.) Differential Calculus. (ii.) Spherical Trigonometry. (i.) Differential Calculus. (ii.) Spherical Trigonometry. Third Year in Civil Engineering Spherical Trigonometry. Integral Calculus and Differential Equations AT THE END OF TRINITY TERM. First Year in Arts .. Algebra. Second Year in Arts Statics or Integral Calculus. Third Year in Arts (i.) Integral Calculus. (ii.) Astronomy. (i.) Integral Calculus. (ii.) Astronomy. Students who pass in a class examination will not be reexamined in the same subject at the Yearly Examination in December. Those who fail to pass will be re-examined, except in cases of bad failure, when the Faculty may refuse the student permission to present himself in December. YEARLY EXAMINATIONS. The Yearly Examinations are held in December, and include all the subjects upon which Lectures have been delivered during the year, except the subjects of the A Lectures (which form an Honour course). All Students attending Mathematical Lectures (except Third Year A Lectures) must present themselves at the Yearly Examination, but not in subjects which they have passed at a Class Examination. HONOUR EXAMINATIONS, These are specially adapted to the A Lectures, and are held in March. It is optional for the Student to attend these examinations. Honours and Scholarships are awarded on the result of the Honour Examination only. FIRST YEAR IN ARTS LECTURES. The students of the First Year in Arts must attend one of the three courses specified below: FIRST YEAR IN ARTS-CLASS A. Mondays, Tuesdays, Wednesdays and Thursdays, at 10 a.m. throughout the year, as follows: LENT TERM.-Geometry (Tu., Th.)-Euclid, Books I.-IV., VI. and XI., with exercises and other theorems and problems relating to rectilinear figures and circles, poles and polars for the circle, anharmonic ratio, the sphere, cylinder, cone and regular polyhedra. Algebra (M., W.)-Surds, indices, complex quantities, scales of notation, permutations and combinations, binomial, multinomial, and exponential theorems, logarithms, interest, annuities, series, continued fractions, inequalities, properties of numbers, probabilities, determinants. TRINITY TERM.-Geometrical Conics (Tu., Th.)-Parabola, ellipse, hyperbola, focus and directrix, tangent and normal , conjugate dixmeters, poles and polars, asymptotes, orthogonal projection. Trigonometry (11., W.)—Measurement of angles, formulæ, identities, equations, logarithmic tables, solution of triangles, heights and distances, properties of triangles, Demoivre's theorem, expansion of sine and cosine in series and in factors, summation of series, proportional differences. MICHAELMAS TERM.- Analytical Geometry (Tu., TX.)- Coordinates rectilinear and polar, the straight line, the circle, parabola, ellipse, hyperbola, tangent, normal, eccentric angle, diameters, asymptotes. Differential Calculus (M., W.)-Limits, differentiation, successive differentiation, Taylor's theorem, tangent and nor ormal, maxima and minima. First YEAR IN ARTS-CLASS B. Three days a week, at 10 a.m. throughout the year, as follows: LENT TERM.-- Algebra (F.)-Up to quadratic equations of two and three unknown quantities, and corresponding problems. Geometry (Tu., Th.)-Euclid, Books I.-IV., VI. and XI., with exercises and other theorems and problems relating to rectilinear figures and circles. TRINITY TERM.—Algebra and Trigonometry (Tu., Th.) Algebra-Up to the binomial theorem. Trigonometry- Measure nient of angles, trigonometrical ratios, formulæ for one or two angles, easy equations and identities. Geometrical Conics (F.)— Parabola, ellipse, focus, and directrix, tangent and normal. MICHAELMAS TERM.—Trigonometry (Tu., Th., F.) — With Class C. (See hereunder.) FIRST YEAR IN ARTS-CLASS C. , follows: LENT TERM.-Geometry (M. W.)-Euclid, Book IV., with definitions of Books V. and VI., and propositions 1-4, 7-13, 19, 20, 23, 24, 33 of Book VI., easy exercises, geometrical constructions, and mensuration of lines, surfaces and solids. Algebra (F.)Up to quadratic equations of two and three unknown quantities, and corresponding problems. TRINITY TERM.—Algebra (M. W.)-Surds, fractional indices, ratio, proportion, variation, the three progressions. Trigonometry (F.)— Measurement of angles, trigonometrical ratios, formulæ for one and two angles, easy equations and identities. MICHAELMAS TERM.— Trigonometry (Tu. Th., F.)-Formulæ relating to triangles, numerical solution of triangles in simple cases without logarithms. SECOND YEAR IN ARTS. Students of the Second Year in Arts may attend any one of the three courses specified below. SECOND YEAR IN ARTS-CLASS A. Mondays, Tuesdays, Wednesdays and Thursdays, at 9 a.m., throughout the year, as follows : LENT TERM.— Analytical Geometry (M.W.)-Poles and polars, asymptotes, general equation of the second degree, similar conies, confocal conics, reciprocal polars, orthogonal and conical projection, anharmonic ratio, abridged notation. Differential Calculus (Tu., Th.)—Differentiation, Taylor's and Maclaurin's theorems, successive and partial differentiation, indeterminate forms, change of variables, maxima and minima, elimination of functions, curves, tangents, asymptotes, curvature, evolutes, involutes, singular points, curve tracing. TRINITY TERM.— Integral Calculus (M., W.)- Integration, reduction formule, lengths of curves, areas of curves, volumes of solids, involutes, evolutes, definite integrals, differentiation of an integral, mean values and probability. Statics (Tu., Th.)Components and resultants, moments, conditions of equilibrium, stability, friction, elastic strings, elementary machines, virtual displacements. MICHAELMAS TERM.—Dynamics (M., W.)—Uniform velocity, uniform acceleration, laws of motion, projectiles, collision, motion on a curve, the cycloid, the pendulum, harmonic vibration, Central forces, moments of inertia, translation and rotation of rigid bodies. Cacullus of Finite Differences (Tu., Th.) SECOND YEAR IN ARTS-CLASS B. Tuesdays, Thursdays and Fridays, at 9 a.m., throughout the year, as follows: LENT TERM.—Differential Calculus (Tu., Th., F.)-Limits, differentiation, Taylor's theorem, maxima and minima, curve tracing TRINITY TERM.-Integral Calculus (Tu., Th.)- Integration, areas, lengths of curves, surfaces and volumes of solids of revolution. TRINITY TERM (F.), and MICHAELMAS TERM (Tu., Th., F.)— Statics and Dynamics—Components and resultants, moments, couples, centre of gravity, friction, elementary machines, uniform velocity and acceleration, laws of motion, collision, projectiles, harmonic vibration, energy, moments of inertia, translation and rotation of rigid bodies. SECOND YEAR IN ARTS-CLASS C. Mondays, Wednesdays, and Fridays throughout the year, as follows: LENT TERM.-Analytical Geometry (M., W., F.)–Coordinates, rectilinear and polar, straight line, circle, parabola, ellipse, hyperbola, tangent, normal. TrinitY TERM.-Statios (M., W., F.)-Components and resultants, moments, couples, centre of gravity, elementary machines. MICHAELMAS TERM.—Logarithms and Trigonometry (M., W., -Preliminary theorems, use of tables, arithmetical applications, interest, discount, annuities, solution of triangles, heights and distances, properties of triangles. F.) |