Solutions of the Problems and Riders Proposed in the Senate-house Examination for 1854Macmillan, 1854 - 225 sider This Elibron Classics title is a reprint of the original edition published by Macmillan and Co. in Cambridge, 1854. |
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Resultat 1-5 av 53
Side 8
... inclined plane , and , after once impinging upon the inclined plane , rebounds to its point of projection : prove that , a being the inclination of the inclined plane to the horizon , and ß that of the direction of projection to the ...
... inclined plane , and , after once impinging upon the inclined plane , rebounds to its point of projection : prove that , a being the inclination of the inclined plane to the horizon , and ß that of the direction of projection to the ...
Side 9
... inclined to each other ; suppose first , that they impinge upon each other at the same instant ; secondly , that B and C impinge on each other , and immediately afterwards simul- taneously on A ; and thirdly , that B and C impinge simul ...
... inclined to each other ; suppose first , that they impinge upon each other at the same instant ; secondly , that B and C impinge on each other , and immediately afterwards simul- taneously on A ; and thirdly , that B and C impinge simul ...
Side 14
... inclination of its axis to the horizon are s , s ' , s ′′ respectively , P2 ( s ′ − s ′′ ) + P12 ( s ′′ − s ) + ... inclined at an angle a to the horizon ; B = the pressure on the base ; h the altitude of the cone ; k = the depth of ...
... inclination of its axis to the horizon are s , s ' , s ′′ respectively , P2 ( s ′ − s ′′ ) + P12 ( s ′′ − s ) + ... inclined at an angle a to the horizon ; B = the pressure on the base ; h the altitude of the cone ; k = the depth of ...
Side 23
... therefore COG = 1π = inclination of OC to OFGE ; therefore the plane COG is perpendicular to the plane FE , which defines the position of the cutting plane . It may be shewn further that a2 b2 AE = 9-12 . ] 23 PROBLEMS .
... therefore COG = 1π = inclination of OC to OFGE ; therefore the plane COG is perpendicular to the plane FE , which defines the position of the cutting plane . It may be shewn further that a2 b2 AE = 9-12 . ] 23 PROBLEMS .
Side 24
... from the formulæ r = dx ' ds ' dy ' ds ' ི ཚེ་ ds dy ' = cos y = sin = ds ' dy ' dy = ± ds = dx ds 2 ( 1 ) , where represents the inclination of the tangent of the evolute 24 SENATE - HOUSE PROBLEMS AND RIDERS . [ Jan. 17 ,
... from the formulæ r = dx ' ds ' dy ' ds ' ི ཚེ་ ds dy ' = cos y = sin = ds ' dy ' dy = ± ds = dx ds 2 ( 1 ) , where represents the inclination of the tangent of the evolute 24 SENATE - HOUSE PROBLEMS AND RIDERS . [ Jan. 17 ,
Andre utgaver - Vis alle
Solutions of the Problems and Riders Proposed in the Senate-House ... William Walton,Charles Frederick MacKenzie Ingen forhåndsvisning tilgjengelig - 2016 |
Solutions of the Problems Riders Proposed in the Senate-House Examination ... C. F. Mackenzie Ingen forhåndsvisning tilgjengelig - 2018 |
Solutions of the Problems Riders Proposed in the Senate-House Examination ... C. F. Mackenzie Ingen forhåndsvisning tilgjengelig - 2015 |
Vanlige uttrykk og setninger
angular velocity asymptotes axes Cambridge catenary centre of force centre of gravity chord circle circular cloth College conic section constant coordinates cos² cose cosẞ cota cotß Crown 8vo curvature curve cylinder denoting described diameter distance dx dy dy dx ecliptic ellipse equal equation equilibrium Fcap fixed point fluid geometrical progression given Hence horizontal hyperbola inclined intersection lamina latus rectum length locus longitude major axis middle point motion orbit parabola parallel particle passing perpendicular plane plate position pressure prove radius refraction right angles ring Second Edition shew sides Similarly sine sino sinẞ straight line string Supposing surface tana tangent tanß triangle Trinity College tube University of Cambridge vertical
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Referanser til denne boken
Masters of Theory: Cambridge and the Rise of Mathematical Physics Andrew Warwick Begrenset visning - 2003 |
Masters of Theory: Cambridge and the Rise of Mathematical Physics Andrew Warwick Ingen forhåndsvisning tilgjengelig - 2003 |