Examinations Papers1902 |
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Σελίδα 48
... have one angle of the one equal to one angle of the other and the sides about these equal angles proportionals the triangles will be similar . In two different circles chords which subtend equal angles at the circumferences have the ...
... have one angle of the one equal to one angle of the other and the sides about these equal angles proportionals the triangles will be similar . In two different circles chords which subtend equal angles at the circumferences have the ...
Σελίδα 56
3. Prove that the increase of kinetic energy of a particle is equal to the work done on it , the force being constant or variable and in any direction . After a body of mass m has fallen from a height of h feet , it is required to ...
3. Prove that the increase of kinetic energy of a particle is equal to the work done on it , the force being constant or variable and in any direction . After a body of mass m has fallen from a height of h feet , it is required to ...
Σελίδα 14
... are equal to one another , and that the area of ABCD differs from that of MNOP by twice the area of the rectangle AN ... angle equal to a given angle . Hence show how to construct a triangle having two sides of given lengths and the angle ...
... are equal to one another , and that the area of ABCD differs from that of MNOP by twice the area of the rectangle AN ... angle equal to a given angle . Hence show how to construct a triangle having two sides of given lengths and the angle ...
Σελίδα 14
2. Show that if one right - angled triangle has two of its three sides respectively equal ... angle is less than the sum of the squares on the sides containing that angle ... other . 6. Prove that of the perpendiculars drawn from the centre of ...
2. Show that if one right - angled triangle has two of its three sides respectively equal ... angle is less than the sum of the squares on the sides containing that angle ... other . 6. Prove that of the perpendiculars drawn from the centre of ...
Σελίδα 15
... any point without a circle be equal to the square of a line drawn from the same point to meet the circle the line which meets the circle is a tangent . Prove that the two common tangents of two equal intersecting circles are parallel ...
... any point without a circle be equal to the square of a line drawn from the same point to meet the circle the line which meets the circle is a tangent . Prove that the two common tangents of two equal intersecting circles are parallel ...
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Άλλες εκδόσεις - Προβολή όλων
Δημοφιλή αποσπάσματα
Σελίδα 91 - Ah ! c'est moi ! Mon esprit est troublé, et j'ignore où je suis, qui je suis, et ce que je fais. Hélas ! mon pauvre argent ! mon pauvre argent ! mon cher ami ! on m'a privé de toi ; et, puisque tu m'es enlevé, j'ai perdu mon support, ma consolation, ma joie : tout est fini pour moi, et je n'ai plus que faire au monde.
Σελίδα 162 - ... quin et supremo cum lumine vita reliquit, non tamen omne malum miseris nee funditus omnes corporeae excedunt pestes, penitusque necesse est multa diu concreta modis inolescere miris. ergo exercentur poenis, veterumque malorum supplicia expendunt. aliae panduntur inanes 740 suspensae ad ventos ; aliis sub gurgite vasto infectum eluitur scelus, aut exuritur igni.
Σελίδα 65 - Most of them recorded nothing else of the buried person, but that he was born upon one day, and died upon another, the whole history of his life being comprehended in those two circumstances, that are common to all mankind. I could not but look upon these registers of existence, whether of brass or marble, as a kind of satire upon the departed persons; who had left no other memorial of them, but that they were born and that they died.
Σελίδα 6 - Hic vir, hic est, tibi quem promitti saepius audis, 'Augustus Caesar, Divi genus, aurea condet 'Saecula qui rursus Latio, regnata per arva
Σελίδα 369 - In the most high and palmy state of Rome, A little ere the mightiest Julius fell, The graves stood tenantless, and the sheeted dead Did squeak and gibber in the Roman streets...
Σελίδα 22 - Es erben sich Gesetz- und Rechte Wie eine ewge Krankheit fort, Sie schleppen von Geschlecht sich zum Geschlechte, Und rücken sacht von Ort zu Ort. Vernunft wird Unsinn, Wohltat Plage; Weh dir, daß du ein Enkel bist! Vom Rechte, das mit uns geboren ist, Von dem ist leider nie die Frage.
Σελίδα 91 - Au voleur ! au voleur ! à l'assassin ! au meurtrier ! Justice, juste ciel ! je suis perdu, je suis assassiné ; on m'a coupé la gorge : on m'a dérobé mon argent. Qui peut-ce être ? Qu'est-il devenu ? Où est-il ? Où se cache-t-il ? Que ferai-je pour le trouver ? Où courir ? Où ne pas courir ? N'est-il point là ? N'est-il point ici ? Qui est-ce ? Arrête.
Σελίδα 59 - LINES WRITTEN IN EARLY SPRING I HEARD a thousand blended notes, While in a grove I sate reclined, In that sweet mood when pleasant thoughts Bring sad thoughts to the mind. To her fair works did Nature link The human soul that through me ran ; And much it grieved my heart to think What man has made of man.
Σελίδα 37 - Tret ich noch jetzt mit schauderndem Gefühl, Als wenn ich sie zum erstenmal beträte, Und es gewöhnt sich nicht mein Geist hierher. So manches Jahr bewahrt mich hier verborgen Ein hoher Wille, dem ich mich ergebe; Doch immer bin ich wie im ersten fremd. Denn ach! mich trennt das Meer von den Geliebten, Und an dem Ufer steh...
Σελίδα 194 - Quand vous serez bien vieille, au soir à la chandelle, Assise auprès du feu, dévidant et filant, Direz chantant mes vers, en vous émerveillant : Ronsard me célébrait du temps que j'étais belle.