Useful rules and tables relating to mensuration, engineering, structures and machines. With appendix by A. Jamieson |
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... circles may be relied on to the last figure . The table of trigonometrical functions con- sists of only a single page ; but it is sufficient , nevertheless , for the solution of such problems in practical mechanics as involve the use of ...
... circles may be relied on to the last figure . The table of trigonometrical functions con- sists of only a single page ; but it is sufficient , nevertheless , for the solution of such problems in practical mechanics as involve the use of ...
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... Circles of Diameters from 101 to 1000 , TABLE 6. — Arcs , Sines , and Tangents for every Degree , 39 41 42 52 59 61 RULES FOR THE MENSURATION OF FIGURES . SECTION I. - Plane Areas , " " II . - Cylindrical , Conical , and Spherical Areas ...
... Circles of Diameters from 101 to 1000 , TABLE 6. — Arcs , Sines , and Tangents for every Degree , 39 41 42 52 59 61 RULES FOR THE MENSURATION OF FIGURES . SECTION I. - Plane Areas , " " II . - Cylindrical , Conical , and Spherical Areas ...
Seite 40
... circle whose diameter is 113 inches ? From division A of the table , we have the following : - 100 .......... 10 ..... 3 ... 113 .314.16 31.416 9.4248 Sum , 355-0008 The answer is 355 inches ; the fourth and third places of decimals ...
... circle whose diameter is 113 inches ? From division A of the table , we have the following : - 100 .......... 10 ..... 3 ... 113 .314.16 31.416 9.4248 Sum , 355-0008 The answer is 355 inches ; the fourth and third places of decimals ...
Seite 41
... circles , of diameters from 101 to 1000 ; the circumferences computed to two places of decimals , the areas to the ... circles are proportional to their diam- eters . 2. The areas of circles are proportional to the squares of their ...
... circles , of diameters from 101 to 1000 ; the circumferences computed to two places of decimals , the areas to the ... circles are proportional to their diam- eters . 2. The areas of circles are proportional to the squares of their ...
Seite 42
... 183 139 436.68 15175 184 140 439.82 15394 185 141 442'96 15615 186 142 446.II 15837 187 143 449'25 16061 188 144 452'39 16286 189 145 455'53 16513 190 Diam . Circum . Area . Diam . Circum . TABLE 5. - CIRCUMFERENCES AND AREAS OF CIRCLES .
... 183 139 436.68 15175 184 140 439.82 15394 185 141 442'96 15615 186 142 446.II 15837 187 143 449'25 16061 188 144 452'39 16286 189 145 455'53 16513 190 Diam . Circum . Area . Diam . Circum . TABLE 5. - CIRCUMFERENCES AND AREAS OF CIRCLES .
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Useful Rules and Tables Relating to Mensuration, Engineering, Structures and ... William John Macquorn Rankine,William John Millar Keine Leseprobe verfügbar - 2016 |
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altitude angle angular angular velocity approximately avoirdupois axis bars bed-joint breadth cable calculate catenary centre of gravity centre of magnitude centre of pressure chain circle circular arc Cloth co-efficient common logarithm components copper cube cubic foot curvature curve decimal denote depth diameter direction divide draw earth Edition engine equal factor of safety Fahr Fcap feet figure formula fraction greatest guttapercha heat horizontal intervals iron joint knot latitude length lines of resistance load logarithm mean metre mile millimetre modulus moment of inertia multiply ohms parallel perpendicular distance plane plates quotient radius radius of gyration ratio resultant RULE sectional area side slope spandril specific gravity square inch station-line steel straight line subtract surface TABLE tangent temperature tension theodolite thickness thrust triangle unit velocity versin vertical volume weight wheel wire ΙΟ وو
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