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A Course of Mathematics ...: Composed for the Use of the Royal Military ...
Visualização completa - 1811
A Course of Mathematics: In Two Volumes. For the Use of the Royal ..., Volume 1
Charles Hutton,Thomas Davies
Visualização completa - 1841
A Course of Mathematics: In Two Volumes. For the Use of the Royal ..., Volume 2
Charles Hutton,Thomas Davies
Visualização completa - 1843
abscisses asymptotes axes axis bisected centre chord of contact circle co-ordinates cone conic section conjugate diameters conjugate hyperbola conoid Corollary corresponding cosec cosº curve denoted diagonals differential co-efficient directrix distance divided draw drawn ellipse equal equation expression figure foci focus function given line given point hence hyperbola inscribed integral intersection loge meet ordinate parabola parallel parallelogram pass perpendicular points of contact polar pole polygon preceding PROP properties proposition quadrant quadrilateral radius ratio rectangle rectangular referred respectively right angles right ascension Scholium segments similar triangles ſº solid angle sphere spherical angle spherical triangle straight line surface tangent theorem tractory transverse plane triangle ABC trigonometrical values variable vertex whence Wherefore
Página 4 - A diameter is any straight line drawn through the centre and terminated both ways by the surface.
Página 16 - The problem is impossible when one of the given sides is equal to or greater than the sum of the other two (I. 66). F C" E PROPOSITION XXXV.— PROBLEM.
Página 313 - ... the points of intersection of the three pairs of opposite sides, of a hexagon inscribed in a conic, lie in one straight line.
Página 36 - Law of cosines for sides: cos a = cos b cos с + sin 6 sin с cos A cos b = cos a cos с + sin a sin с cos ß cos с = cos a cos...
Página 153 - If a Tangent and Ordinate be drawn from any Point in the Curve, meeting the Transverse Axis ; the Semi-transverse will be a Mean Proportional between the Distances of the said Two Intersections from the Centre. That is, •€A is a mean proportional between CD and CT ; or CD, CA, CT, are continued proportionals.
Página 294 - If two circles touch each other, the straight line joining their centres passes through the point of contact.
Página 107 - MF+MF' is equal to a given line. II. The straight line drawn through the foci, and terminated by the curve, is called the transverse or major axis. The middle of that part of the transverse axis which lies between the foci, is called the centre of the ellipse. The straight line drawn through the centre, at right angles to the transverse axis, and terminated by the curve, is called the conjugate or minor axis. Thus, if the straight line joining F and F...