Report on the examination for admission to the Royal military academy at Woolwich. With a syllabus of mathematical studies and copies of the examination papers |
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Resultat 1-5 av 20
Side 14
... dx2 + y == 2y 202 . 4. Find the asymptotes of the curve y1 + ( a2 + x2 ) y2 = a2x2 , and the angle between the two tangents at the origin . 5. Integrate the following expressions with respect to x : 14 ROYAL MILITARY ACADEMY , WOOLWICH .
... dx2 + y == 2y 202 . 4. Find the asymptotes of the curve y1 + ( a2 + x2 ) y2 = a2x2 , and the angle between the two tangents at the origin . 5. Integrate the following expressions with respect to x : 14 ROYAL MILITARY ACADEMY , WOOLWICH .
Side 15
Woolwich roy. military acad. 5. Integrate the following expressions with respect to x : xdx ( 1 ) ( a + r ) * dx ( 3 ) ( cos x ) 4 ( 2 ) xdx x + 2x2 - 3 cos xdx ( 4 ) 1+ cos x 6. A parabolic area bounded by the latus rectum revolves ...
Woolwich roy. military acad. 5. Integrate the following expressions with respect to x : xdx ( 1 ) ( a + r ) * dx ( 3 ) ( cos x ) 4 ( 2 ) xdx x + 2x2 - 3 cos xdx ( 4 ) 1+ cos x 6. A parabolic area bounded by the latus rectum revolves ...
Side 22
... Integrate the following functions : S- dx ( 1 ) √ √ a2 + x2 ( 2 ) S シューズ x2dx ( 3 ) Sin dx ( sin x ) 3 6. If A be the area of a plane curve referred dA to rectangular co - ordinates , prove z = y . Find the equation to a curve ...
... Integrate the following functions : S- dx ( 1 ) √ √ a2 + x2 ( 2 ) S シューズ x2dx ( 3 ) Sin dx ( sin x ) 3 6. If A be the area of a plane curve referred dA to rectangular co - ordinates , prove z = y . Find the equation to a curve ...
Side 68
... Integration . The Integration of Elementary Functions . The Integration of Rational Fractions . The determination of the lengths and areas of Plane Curves , and of the surfaces and volumes of solids of revolution . REPORT ON THE ...
... Integration . The Integration of Elementary Functions . The Integration of Rational Fractions . The determination of the lengths and areas of Plane Curves , and of the surfaces and volumes of solids of revolution . REPORT ON THE ...
Side 3
... Integration . The Integration of Elementary Functions . The Integration of Rational Fractions . The determination of the lengths and areas of Plane Curves , and of the surfaces and volumes of solids of revolution . The following Rules ...
... Integration . The Integration of Elementary Functions . The Integration of Rational Fractions . The determination of the lengths and areas of Plane Curves , and of the surfaces and volumes of solids of revolution . The following Rules ...
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Report on the examination for admission to the Royal military academy at ... Woolwich roy. military acad Uten tilgangsbegrensning - 1859 |
Report on the examination for admission to the Royal military academy at ... Woolwich roy. military acad Uten tilgangsbegrensning - 1861 |
Report on the examination for admission to the Royal military academy at ... Woolwich roy. military acad Uten tilgangsbegrensning - 1868 |
Vanlige uttrykk og setninger
admission Afternoon Paper angle answers Calculus CANON HEAVISIDE Cheltenham College circle Describe Differential Elementary Elementary Functions English Language equal equation Experimental Sciences Explain feet French G. W. DASENT Geography Geometrical Drawing German given Grammar Grammatical Questions Greek HENRY MOSELEY Hindustani horizontal inches Integration July Language and Composition Latin Marks and upwards Marlborough College Max Müller Mention the chief MIXED MATHEMATICS Morning Paper Morning-Mathematics names Natural Sciences number of Candidates obtained Old Charlton Plane Curves prove PURE MATHEMATICS quum radius rectangle contained respectively Royal Military Academy S. P. WOODWARD Section side solids of revolution square Stebbing straight line TABLE tangent tion triangle verbs W. N. GRIFFIN weight Woolwich Woolwich Common Write γὰρ δὲ ἐν ἐς καὶ μὲν οὐ τὰ τε τῇ τὸ τὸν τοὺς τῶν اس اور پر جو دو سي كي کا کر که کو کي کے مين مین هي
Populære avsnitt
Side 67 - I'll example you with thievery: The sun's a thief, and with his great attraction Robs the vast sea: the moon's an arrant thief, And her pale fire she snatches from the sun...
Side 58 - Dewdrops are the gems of morning, But the tears of mournful eve! Where no hope is, life's a warning That only serves to make us grieve When we are old...
Side 63 - A thousand men that fishes gnaw'd upon; Wedges of gold, great anchors, heaps of pearl, Inestimable stones, unvalued jewels, All scatter'd in the bottom of the sea...
Side 35 - If a straight line be divided into two equal parts, and also into two unequal parts, the rectangle contained by the unequal parts, together with the square on the line between the points of section, is equal to the square on half the line.
Side 63 - I better brook the loss of brittle life Than those proud titles thou hast won of me ; They wound my thoughts worse than thy sword my flesh: But thought's the slave of life, and life time's fool; And time, that takes survey of all the world, Must have a stop.
Side 53 - II lit au front de ceux qu'un vain luxe environne Que la Fortune vend ce qu'on croit qu'elle donne. Approche-t-il du but? quitte-t-il ce séjour ? Rien ne trouble sa fin : c'est le soir d'un beau jour.
Side 34 - Lorsque l'enfant paraît, le cercle de famille Applaudit à grands cris ; son doux regard qui brille Fait briller tous les yeux, Et les plus tristes fronts, les plus souillés peut-être, Se dérident soudain à voir l'enfant paraître, Innocent et joyeux.
Side 44 - In every triangle, the square of the side subtending either of the acute angles is less than the squares of the sides containing that angle, by twice the rectangle contained by either of these sides, and the straight line intercepted between the perpendicular let fall upon it from the opposite angle, and the acute angle.
Side 39 - by and by ; That to hear her so complain Scarce I could from tears refrain; For her griefs, so lively shown, Made me think upon mine own. Ah...
Side 36 - If two triangles have two sides of the one equal to two sides of the...