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Page 11
Prove that a square is formed by drawing , through the middle poiat of the square
described on the hypothenuse of a right - angled triangle , straight lines parallel
to the sides and meeting the sides ( produced if necessary ) . 5 . If a straight line ...
Prove that a square is formed by drawing , through the middle poiat of the square
described on the hypothenuse of a right - angled triangle , straight lines parallel
to the sides and meeting the sides ( produced if necessary ) . 5 . If a straight line ...
Page 27
1 . Explain the circumstances upon which the intensity , pitch , and quality of
musical sounds depend . 2 . Describe some experimental method of finding the
number of vibrations per second by which a given note is produced . 3 . How can
the ...
1 . Explain the circumstances upon which the intensity , pitch , and quality of
musical sounds depend . 2 . Describe some experimental method of finding the
number of vibrations per second by which a given note is produced . 3 . How can
the ...
Page 28
Explain , with the help of a sketch , how an ordinary magnifying glass is capable
of producing a magnified image of an object held near it . 3 . Explain how it is that
, when we look through a telescope the reverse way , that is , using the object ...
Explain , with the help of a sketch , how an ordinary magnifying glass is capable
of producing a magnified image of an object held near it . 3 . Explain how it is that
, when we look through a telescope the reverse way , that is , using the object ...
Page 11
Prove that diameters ( produced , if necessary ) of any pair of parallelograms
about the diameter of a given parallelogram will form a parallelogram by meeting
diameters ( produced , if necessary ) of any pair of parallelograms about the other
...
Prove that diameters ( produced , if necessary ) of any pair of parallelograms
about the diameter of a given parallelogram will form a parallelogram by meeting
diameters ( produced , if necessary ) of any pair of parallelograms about the other
...
Page 12
... one of the equal sides AB , AC of an isosceles triangle , is produced to F , and
points , D and E , are taken in BA and BC , such that BD = BE . Join DE , and
prove that the angle ECF is double the angle BDE . ( Incorporated by Royal
Charter . ) ...
... one of the equal sides AB , AC of an isosceles triangle , is produced to F , and
points , D and E , are taken in BA and BC , such that BD = BE . Join DE , and
prove that the angle ECF is double the angle BDE . ( Incorporated by Royal
Charter . ) ...
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Common terms and phrases
ablative accusative Analyse angle answer atque body Caesar Cambridge Candidates must satisfy chief circle Coll COLLEGE OF PRECEPTORS constructions contained Decline Describe difference Draw equal examined in Book Examiner-Rev Explain express feet Find force French gain gender German Give given Grammar Grammatical Questions Greek higher HISTORY inches Incorporated by Royal indicative kind late Latin least LL.D Lond London March marked meaning meant Mention mood Name NATURAL Oxford parse passage passed perfect person Ph.D pieces plural position prepositions present principal produced PROFESSIONAL PRELIMINARY EXAMINATION PROFESSIONAL PRELIMINARY EXAMINATION.-SEPTEMBER Professor prove PUPILS quae quod respectively Royal Charter satisfy the Examiner School sentence September sides singular square straight line subjunctive tenses third THURSDAY Translate into English Translate into Latin triangle TUESDAY University verb WEDNESDAY wish Write δε και
Popular passages
Page 20 - Est in secessu longo locus : insula portum Efficit objectu laterum, quibus omnis ab alto Frangitur inque sinus scindit sese unda reductos.
Page 10 - If two triangles have two angles of the one equal to two angles of the other, each to each, and one side equal to one side, viz.
Page 75 - IF a straight line touch a circle, and from the point of contact a straight line be drawn at right angles to the touching line, the centre of the circle shall be in that line.
Page 11 - If a straight line be bisected and produced to any point, the rectangle contained by the whole line thus produced and the part of it produced, together •with the square on...
Page 10 - All the interior angles of any rectilineal figure, together with four right angles, are equal to twice as many right angles as the figure has sides.
Page 9 - AB into two parts, so that the rectangle contained by the whole line and one of the parts, shall be equal to the square on the other part.
Page 27 - Toutes les choses de la terre. Gloire, fortune militaire. Couronne éclatante des rois. Victoire aux ailes embrasées, Ambitions réalisées, Ne sont jamais sur nous posées Que comme l'oiseau sur nos toits ! Non, si puissant qu'on soit, non, qu'on rie ou qu'on pleure, Nul ne te fait parler, nul ne peut avant l'heure Ouvrir ta froide main, O fantôme muet, ô notre ombre, ô notre hôte, Spectre toujours masqué qui nous suit côte à côte, Et qu'on nomme demain ! Oh ! demain, c'est la grande chose...
Page 23 - Progredior portu, classes et litora linquens, 300 sollemnes cum forte dapes et tristia dona ante urbem in luco, falsi Simoentis ad undam, libabat cineri Andromache, Manesque vocabat Hectoreum ad tumulum, viridi quem caespite inanem, et geminas, causam lacrimis, sacraverat aras.
Page 6 - Talibus Ilioneus; cuncti simul ore fremebant Dardanidae. 560 Tum breviter Dido vultum demissa profatur: 'Solvite corde metum, Teucri, secludite curas. Res dura et regni novitas me talia cogunt moliri et late fines custode tueri. Quis genus Aeneadum, quis Troiae nesciat urbem 565 virtutesque virosque aut tanti incendia belli?
Page 56 - Le second jour a fui. — Que fait Colomb? Il dort: La fatigue l'accable, et dans l'ombre on conspire. "Périra-t-il? Aux voix ! — La mort! — La mort! — La mort! — Qu'il triomphe demain, ou, parjure, il expire." Les ingrats ! Quoi ! demain il aura pour tombeau Les mers où son audace ouvre un chemin nouveau ! Et peut-être demain leurs flots impitoyables, Le poussant vers ces bords que cherchait son regard, Les lui feront toucher, en roulant sur les sables...