The Mathematical Monthly, Volum 21860 |
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Side vi
... Cells . By CHAUNCEY WRIGHT . 304 A Second Book in Geometry . By Rev. THOMAS HILL . 320 301 Mathematical Monthly Notices . Editorial Items . 325 328 Prize Problems for Students . Report of the Judges upon the Solutions of the Prize ...
... Cells . By CHAUNCEY WRIGHT . 304 A Second Book in Geometry . By Rev. THOMAS HILL . 320 301 Mathematical Monthly Notices . Editorial Items . 325 328 Prize Problems for Students . Report of the Judges upon the Solutions of the Prize ...
Side 296
... Cells of Bees ; Experiments and Investigations on Light and Colors ; Inquiries , Analyt- ical and Experimental , on Light ; On Forces of Attraction to Several Centres ; Meteoric Stones ; Central Forces , and Law of the Universe ...
... Cells of Bees ; Experiments and Investigations on Light and Colors ; Inquiries , Analyt- ical and Experimental , on Light ; On Forces of Attraction to Several Centres ; Meteoric Stones ; Central Forces , and Law of the Universe ...
Side 304
... CELLS . By CHAUNCEY WRIGHT , Nautical Almanac Office , Cambridge , Mass . THE economical characteristics of the honey - cell have claimed so great attention from mathematicians , that other and even more prominent properties of its ...
... CELLS . By CHAUNCEY WRIGHT , Nautical Almanac Office , Cambridge , Mass . THE economical characteristics of the honey - cell have claimed so great attention from mathematicians , that other and even more prominent properties of its ...
Side 306
... cell , it is clear that the base of this cell is most econo- mized , if , like the sides , it be made also a boundary to another cell , or partially to several other cells . Hence , if two series of hexagonal cells , opening in opposite ...
... cell , it is clear that the base of this cell is most econo- mized , if , like the sides , it be made also a boundary to another cell , or partially to several other cells . Hence , if two series of hexagonal cells , opening in opposite ...
Side 307
... cells . One diagonal however is the same in position and length for all inclinations of the rhombs , while the other diagonal will vary with its inclination to the axis of the cell from the length of the shorter diagonal in the rhombs ...
... cells . One diagonal however is the same in position and length for all inclinations of the rhombs , while the other diagonal will vary with its inclination to the axis of the cell from the length of the shorter diagonal in the rhombs ...
Vanlige uttrykk og setninger
a₁ astronomers atmosphere axis b₁ body cells centre CHARLES HENRY DAVIS circle coefficients College computation conic section constant cos² curve denote distance divided earth's ellipse equal equation force fraction Geometry given gives Hamilton College hence hyperbola inscribed integral logarithms Marietta College Mass Mathematical Monthly maximum Mercury motion multiplied observations obtain parallel perihelion perpendicular Perry City plane polygon Prize is awarded PRIZE PROBLEMS PRIZE SOLUTION Probs Prof Prop proposition quantities quaternions quotient R₁ radius ratio regular polygon remainder result rhombs right angles roots rotation sides SIMON NEWCOMB sin² sine SOLUTION OF PROBLEM sphere spherical square supposed surface tangent Theorem tion triangle TRUMAN HENRY SAFFORD vector velocity whole number
Populære avsnitt
Side 113 - Multiplying or dividing both terms of a fraction by the same number does not change its value.
Side 60 - Method of correcting the apparent distance of the Moon from the Sun, or a Star, for the effects of Parallax and Refraction.
Side 224 - Physical Optics, Part II. The Corpuscular Theory of Light discussed Mathematically. By RICHARD POTTER, MA Late Fellow of Queens' College, Cambridge, Professor of Natural Philosophy and Astronomy in University College, London.
Side 326 - PUCKLE.— An Elementary Treatise on Conic Sections and Algebraic Geometry. With a numerous collection of Easy Examples progressively arranged, especially designed for the use of Schools and Beginners. By G. HALE PUCKLE, MA, Principal of Windermere College.
Side 285 - I. The sine of the middle part is equal to the product of the tangents of the adjacent parts.
Side 305 - All the interior angles of any rectilineal figure, together with four right angles, are equal to twice as many right angles as the figure has sides.
Side 326 - AN ELEMENTARY TREATISE ON THE LUNAR THEORY, with a Brief Sketch of the Problem up to the time of Newton. Second Edition, revised. Crown 8vo. cloth. 5*. 6d. Hemming. — AN ELEMENTARY TREATISE ON THE DIFFERENTIAL AND INTEGRAL CALCULUS, for the Use; of Colleges and Schools.
Side 360 - URIAH A. BOYDEN, ESQ., of Boston, Mass., has deposited with THE FRANKLIN INSTITUTE the sum of one thousand dollars, to be awarded as a premium to "Any resident of North America who shall determine by experiment whether all rays of light,* and other physical rays, are or are not transmitted with the same velocity.
Side 358 - Calculus — a connection which in some instances involves far more than a merely formal analogy. The work is in some measure designed as a sequel to Professor Boole's Treatise on Differential Equations.
Side 321 - First, that the maximum of polygons formed of given sides may be inscribed in a circle ; secondly, that the maximum of isoperimetrical polygons having a given number of sides has its sides equal ; and thirdly, that such a regular polygon is of smaller area than a circle isoperimetrical with it. 134. Theorem. The area of a triangle is found by multiplying the base by half the altitude. This theorem has been already proved (Art. 111). 135. We shall need the Pythagorean proposition, which implies all...