Plane and Solid GeometryGinn, 1903 - 473 sider |
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Resultat 1-5 av 41
Side iii
... increasing interest and pleasure . Great care , therefore , has been taken to make the pages attractive . The figures have been carefully drawn and placed in the middle of the page , so that they fall directly under the eye in immediate ...
... increasing interest and pleasure . Great care , therefore , has been taken to make the pages attractive . The figures have been carefully drawn and placed in the middle of the page , so that they fall directly under the eye in immediate ...
Side vi
... increases and approaches the altitude a as a limit , the area of the rectangle increases and approaches the area of the rectangle ab as a limit ; if , however , x decreases and approaches zero as a limit , the area of the rectangle ...
... increases and approaches the altitude a as a limit , the area of the rectangle increases and approaches the area of the rectangle ab as a limit ; if , however , x decreases and approaches zero as a limit , the area of the rectangle ...
Side 9
... increases so that it is prolonged by its own magnitude several times in succession , the line is multiplied , and the resulting line is called a multiple of the given line . Thus ( Fig . 6 ) , if AB = BC = CD = DE , then AC = 2 AB , AD ...
... increases so that it is prolonged by its own magnitude several times in succession , the line is multiplied , and the resulting line is called a multiple of the given line . Thus ( Fig . 6 ) , if AB = BC = CD = DE , then AC = 2 AB , AD ...
Side 14
... increased by its own magnitude two or more times in succession , the angle is multiplied by a number . Thus , if the angles ABM , MBC , CBP , PBD ( Fig . 21 ) are all equal , the angle ABD is 4 times the angle ABM . Therefore , Angles ...
... increased by its own magnitude two or more times in succession , the angle is multiplied by a number . Thus , if the angles ABM , MBC , CBP , PBD ( Fig . 21 ) are all equal , the angle ABD is 4 times the angle ABM . Therefore , Angles ...
Side 93
... increasing n indefi- nitely , can be decreased indefinitely , and a value of the ratio n can be found within any required degree of accuracy . 270. The ratio of two incommensurable quantities is called an incommensurable ratio ; and is ...
... increasing n indefi- nitely , can be decreased indefinitely , and a value of the ratio n can be found within any required degree of accuracy . 270. The ratio of two incommensurable quantities is called an incommensurable ratio ; and is ...
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AB² ABCDE AC² altitude apothem axis bisector bisects called centre chord circumference circumscribed coincide common construct curve denote diagonals diameter dihedral angles distance divided draw ellipse equidistant equilateral triangle equivalent face angles feet Find the area Find the locus frustum given circle given line given point given straight line given triangle greater Hence homologous homologous sides hypotenuse inches intersection lateral area lateral edges length limit middle point number of sides parallel planes parallelogram parallelopiped perimeter perpendicular plane MN polyhedral angle polyhedron prism prismatoid Proof prove Q. E. D. PROPOSITION radii radius ratio rectangle regular polygon regular pyramid respectively right angle right circular right triangle secant segments similar slant height sphere spherical polygon spherical triangle square surface tangent tetrahedron THEOREM trapezoid triangle ABC triangular prism trihedral vertex vertices