SOLUTIONS of the GEOMETRICAL PROBLEMS proposed at St. John's College, Cambridge, from 1830 to 1846, consisting chiefly of Examples in Plane Coordinate Geometry. With an Appendix, containing several general Properties of Curves of the Second Order... Dēmosthenous ho peri tēs parapresbeias logos - Page 4by Demosthenes, Richard Shilleto - 1853 - 215 pagesFull view - About this book
| Robert Main - Astronomy - 1863 - 434 pages
...Geometrical Problems, consisting chiefly of Examples, proposed at St. John's College, from 1830 to 1846. **With an Appendix containing several General Properties...Second Order, and the Determination of the Magnitude** and Position of the axes of the Conic Section represented by the General Equation of the Second Degree.... | |
| Plato - Ethics - 1864 - 246 pages
...Geometrical Problems, consisting chiefly of Examples, proposed at St. John's College, from 1830 to 1846. **With an Appendix containing several General Properties...Second Order, and the Determination of the Magnitude** and Position of the axes of the Conic Section represented by the General Equation of the Second Degree.... | |
| William Whewell - Conduct of life - 1864 - 644 pages
...Geometrical Problems, consisting chiefly of Examples, proposed at St. John's College, from 1830 to 18W **With an Appendix containing several General Properties...Second Order, and the Determination of the Magnitude** and Position of toe axes of the Conic Section represented by the General Equation of the See"11" Degree.... | |
| Duncan Farquharson Gregory, Robert Leslie Ellis - Mathematics - 1865 - 320 pages
...Geometrical Problems, consisting chiefly of Examples, proposed at St. John's College, from 1830 to 1846. **With an Appendix containing several General Properties...Second Order, and the Determination of the Magnitude** and Position of the axes of the Conic Section represented by the General Equation of the Second Degree.... | |
| William Allen Whitworth - Coordinates, Trilinear - 1866 - 574 pages
...Geometrical Problems, consisting chiefly of Examples, proposed at St. John's College, from 1830 to 1846. **With an Appendix containing several General Properties...Second Order, and the Determination of the Magnitude** and Position of the axes of the Conic Section represented by the General Equation of the Second Degree.... | |
| Titus Maccius Plautus - 1866 - 290 pages
...chiefly of Examples, proposed at St. John's College, from 1830 to 1846. With an Appendix contaming **several General Properties of Curves of the Second Order, and the Determination of the Magnitude** and Position of the axes of the Conic Section represented by the General Equation of the Second Degree.... | |
| William Peveril Turnbull - Geometry, Analytic - 1867 - 298 pages
...Geometrical Problems, consisting chiefly of Examples, proposed at St. John's College, from 1830 to 1846. **With an Appendix containing several General Properties...Second Order, and the Determination of the Magnitude** and Position of the axes of the Conic Section represented by the General Equation of the Second Degree.... | |
| William Henry Besant - Fluid mechanics - 1867 - 324 pages
...Geometrical Problems, consisting chiefly of Examples, proposed at St. John's College, from 1830 to 1846. **With an Appendix containing several General Properties...Second Order, and the Determination of the Magnitude** and Position of the axes of the Conic Section represented by the General Equation of the Second Degree.... | |
| Archibald Sandeman - Algebra - 1868 - 498 pages
...Geometrical Problems, consisting chiefly of Examples, proposed at St. John's College, from 1830 to 1846. **With an Appendix containing several General Properties...Second Order, and the Determination of the Magnitude** and Position of the axes of the Conic Section represented by the General Equation of the Second Degree.... | |
| William Henry Besant - Curves - 1870 - 80 pages
...Geometrical Problems, consisting chiefly of Examples, proposed at St. John's College, from 1830 to 1846. **With an Appendix containing several General Properties...Second Order, and the Determination of the Magnitude** and Position of the axes of the Conic Section represented hy the General Equation of the Second Degree.... | |
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