A Course of Mathematics, Volume 2Longman Rees, 1837 - Mathematics |
From inside the book
Results 1-5 of 92
Page
... Motion of Bodies in Fluids The Centre of Gravity . 274 Practical Exercises concerning Forces 391 APPENDIX - Elements ... Motion 334 Application of the Differential Calculus Central Forces 339 to Geometry 460 ............ Rotatory Motion 342.
... Motion of Bodies in Fluids The Centre of Gravity . 274 Practical Exercises concerning Forces 391 APPENDIX - Elements ... Motion 334 Application of the Differential Calculus Central Forces 339 to Geometry 460 ............ Rotatory Motion 342.
Page 21
... motion attentively , it will appear , that at the point A , where the arc is nothing , the sine is nothing also , while the cosine does not differ from the radius . As the radius MC re- cedes from AC , the sine PM keeps increasing , and ...
... motion attentively , it will appear , that at the point A , where the arc is nothing , the sine is nothing also , while the cosine does not differ from the radius . As the radius MC re- cedes from AC , the sine PM keeps increasing , and ...
Page 104
... motion of a line perpendicular to the transverse axis , and by points whose distance from that axis are in a constant ratio , the spaces which they describe simultaneously will also be in the same constant ratio . Hence the area of the ...
... motion of a line perpendicular to the transverse axis , and by points whose distance from that axis are in a constant ratio , the spaces which they describe simultaneously will also be in the same constant ratio . Hence the area of the ...
Page 153
... motion , the secant EL will be virtually coincident with the tangent at either of them , and all the preceding conditions will be fulfilled— namely , that EK will be a rectangle , and FLE a triangle of equal bases and altitudes . Hence ...
... motion , the secant EL will be virtually coincident with the tangent at either of them , and all the preceding conditions will be fulfilled— namely , that EK will be a rectangle , and FLE a triangle of equal bases and altitudes . Hence ...
Page 183
... motions , finds compression = 323.4 1 314 From the theory of gravity as applied to the latest observations of Burg , Maskelyne , & c . 1 From the variation of the pendulum in different latitudes 309-05 1 335.78 Dr. 1 Robison , assuming ...
... motions , finds compression = 323.4 1 314 From the theory of gravity as applied to the latest observations of Burg , Maskelyne , & c . 1 From the variation of the pendulum in different latitudes 309-05 1 335.78 Dr. 1 Robison , assuming ...
Other editions - View all
A Course of Mathematics: For the Use of Academies ... as Well as Private Tuition Charles Hutton No preview available - 2015 |
A Course of Mathematics: For the Use of Academies ... As Well As Private Tuition Charles Hutton No preview available - 2022 |
A Course of Mathematics: For the Use of Academies, as Well as Private Tuition Charles Hutton No preview available - 2015 |
Common terms and phrases
abscisses altitude asymptotes Ax² axis ball base becomes bisected body Ca² centre of gravity chord circle circumscribed co-ordinates coefficients cone conic section conjugate conjugate hyperbolas consequently Corol cosec cosine curve denoted determine diameter difference differential direction distance divided draw drawn ellipse equal equation equilibrium expression feet figure find the fluent fluid fluxion force function Geom given Hence horizontal hyperbola inches intersection length logarithm motion ordinate parabola parallel parallelogram pendulum perpendicular plane polygon pressure produced PROP proportional quantity radius ratio rectangle respectively right angles SCHOLIUM sides similar triangles sine solid angles specific gravity sphere spherical triangle square Suppose surface tangent theor theorem transverse trigonometrical variable velocity vertex vertical weight whence