Cambridge Senate-house Problems and Riders for the Year 1860: With SolutionsMacmillan, 1860 - 198 sider |
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Resultat 1-5 av 49
Side 2
... constant and the locus of E will be a straight line . Take AC to pass through O and cut the circle in C ' and DE in P. Then as before the angle APD = ABC ' = a right angle . iv . Describe an isosceles triangle having each of the angles ...
... constant and the locus of E will be a straight line . Take AC to pass through O and cut the circle in C ' and DE in P. Then as before the angle APD = ABC ' = a right angle . iv . Describe an isosceles triangle having each of the angles ...
Side 27
... constant ratio . Therefore the locus of P is a circle . = The string CP cuts the circle in two points , but the forces can meet in only one of these . It is evident that the rod must be on the point of turning about some one point as a ...
... constant ratio . Therefore the locus of P is a circle . = The string CP cuts the circle in two points , but the forces can meet in only one of these . It is evident that the rod must be on the point of turning about some one point as a ...
Side 28
... constant π 2 - angle between the tangent and radius vector . Hence the heavy particle is constrained to move along this line , and the acceleration of gravity resolved in the direction of the particle's motion is g cos a . If S ' and P ...
... constant π 2 - angle between the tangent and radius vector . Hence the heavy particle is constrained to move along this line , and the acceleration of gravity resolved in the direction of the particle's motion is g cos a . If S ' and P ...
Side 30
... constant . similar triangles the ratio Therefore the time down all chords through B is the same . 13. A hollow cone floats with its vertex downwards in a cylindrical vessel containing water . Determine the equal quantities of water that ...
... constant . similar triangles the ratio Therefore the time down all chords through B is the same . 13. A hollow cone floats with its vertex downwards in a cylindrical vessel containing water . Determine the equal quantities of water that ...
Side 32
... constant . This is a particular case of a more general proposition . Let a wire be of such a form that a particle , if projected with velocity V ' , would freely describe it without causing any pressure on the wire ; then if the ...
... constant . This is a particular case of a more general proposition . Let a wire be of such a form that a particle , if projected with velocity V ' , would freely describe it without causing any pressure on the wire ; then if the ...
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Cambridge Senate-house Problems and Riders for the Year 1860: With Solutions Henry William Watson,Edward John Routh Uten tilgangsbegrensning - 1860 |
Cambridge Senate-house Problems and Riders for the Year 1860: With Solutions Henry William Watson,Edward John Routh Uten tilgangsbegrensning - 1860 |
Cambridge Senate-house Problems and Riders for the Year 1860: With Solutions Henry William Watson,Edward John Routh Uten tilgangsbegrensning - 1860 |
Vanlige uttrykk og setninger
acceleration angular velocity Arabic numbers asymptotes attraction axes axis bisects Cambridge centre of force centre of gravity chord circle circular cloth co-ordinates cone conic conic section constant cos² Crown 8vo curvature cylinder described diameter differential equation direction directrix distance drawn dt dt ellipse ellipsoid equal angles equiangular spiral equilibrium extremity Fcap fixed point fluid foci focus given point Hence horizontal hyperbola inclined intersection latus rectum length locus MACMILLAN & CO.'S meridian motion normal parabola parallel particle perpendicular point of contact position pressure prove ratio respectively right angles Roman numbers SENIOR MODERATOR shew sides sin² singular solution smooth sphere spherical straight line string subtend surface tangent tension triangle Trinity College uniform vertex vertical Vis Viva weight аф
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