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Σελίδα 74
Prove that the velocity of rotation of the top about its axis must be ( k2 + a2 ) Q2 cos a + ga k'2Q and that , if the axis be slightly displaced , it will make small oscillations in the time 2π ( k2 + a2 ) Q { ( k2 + a2 ) 2Q1 — 2ga ...
Prove that the velocity of rotation of the top about its axis must be ( k2 + a2 ) Q2 cos a + ga k'2Q and that , if the axis be slightly displaced , it will make small oscillations in the time 2π ( k2 + a2 ) Q { ( k2 + a2 ) 2Q1 — 2ga ...
Σελίδα 80
If the Moon have at any epoch an angular velocity equal to that of its radius vector , about an axis nearly perpendicular to the plane of its orbit , supposed circular , and if a portion the mass of which is to that of the Moon as λ2 ...
If the Moon have at any epoch an angular velocity equal to that of its radius vector , about an axis nearly perpendicular to the plane of its orbit , supposed circular , and if a portion the mass of which is to that of the Moon as λ2 ...
Σελίδα 128
A spherical shell , the internal surface of which is smooth , is filled with inelastic fluid ; if the shell be placed on the surface of a rough cylinder of any form , having its axis horizontal , and be allowed to roll down , shew how ...
A spherical shell , the internal surface of which is smooth , is filled with inelastic fluid ; if the shell be placed on the surface of a rough cylinder of any form , having its axis horizontal , and be allowed to roll down , shew how ...
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Περιεχόμενα
Tyrwhitts Hebrew Scholarships May 1858 | 1 |
Theological Examination Papers October 1858 | 17 |
Law Degree Examination Dec 1858 | 31 |
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