Elements of Geometry, Plane and Spherical Trigonometry and Conic SectionsJ. Ernst, 1854 - 335 Seiten |
Im Buch
Ergebnisse 1-5 von 45
Seite 21
... Cotang . Infinite . N.sine . N. cos . 00000 100000 60 13.536274 00029/100000 59 235244 00058 100000 58 059153 00087 100000 57 12.934214 00116 100000 56 837304 00145 100000 55 758122 00175 100000 54 691175 00204 100000 53 633183 00233 ...
... Cotang . Infinite . N.sine . N. cos . 00000 100000 60 13.536274 00029/100000 59 235244 00058 100000 58 059153 00087 100000 57 12.934214 00116 100000 56 837304 00145 100000 55 758122 00175 100000 54 691175 00204 100000 53 633183 00233 ...
Seite 22
... Sine . 535779 539447 543084 Cotang . 464221 03432 99941 611 606 460553 03461 99940 456916 03490 99939 0 Tang . N. cos . N.sine . 88 Degrees . Sine . D. 10 " Cosine . D. 10 " 22 TABLE II . 22 Log . Sines and Tangents . ( 10 ) Natural Sines .
... Sine . 535779 539447 543084 Cotang . 464221 03432 99941 611 606 460553 03461 99940 456916 03490 99939 0 Tang . N. cos . N.sine . 88 Degrees . Sine . D. 10 " Cosine . D. 10 " 22 TABLE II . 22 Log . Sines and Tangents . ( 10 ) Natural Sines .
Seite 23
... Cotang . N. sine.IN. cos . O1234 08.542819 546422 549995 600 9.999 9.999735 0.7 999731 595 0.7 999726 8.543084 546691 550268 602 596 591 0.7 591 553539 999722 553817 586 0.8 587 557054 999717 557336 581 0.8 582 560540 999713 560828 576 ...
... Cotang . N. sine.IN. cos . O1234 08.542819 546422 549995 600 9.999 9.999735 0.7 999731 595 0.7 999726 8.543084 546691 550268 602 596 591 0.7 591 553539 999722 553817 586 0.8 587 557054 999717 557336 581 0.8 582 560540 999713 560828 576 ...
Seite 24
... Cotang . ( N. sine.JN. cos . 11.280604 05234 99863 60 278194 05263 99861 59 275796 05292 99860 58 402 399 724204 725972 999384 1.1 397 726588 273412 394 05321 99858 57 728337 1.1 395 999378 728959 271041 392 730688 1.1 393 999371 731317 ...
... Cotang . ( N. sine.JN. cos . 11.280604 05234 99863 60 278194 05263 99861 59 275796 05292 99860 58 402 399 724204 725972 999384 1.1 397 726588 273412 394 05321 99858 57 728337 1.1 395 999378 728959 271041 392 730688 1.1 393 999371 731317 ...
Seite 25
... Cotang . N. sine.JN. cos . 08.843585 9.998941 300 8.844644 1.5 11.155356 845387 998932 846455 299 1.5 2 847183 302 301 06976 99756 60 998923 298 848260 1.5 3 848971 299 998914 297 850057 4 850751 1.5 298 998905 295 851846 1.5 Б 852525 ...
... Cotang . N. sine.JN. cos . 08.843585 9.998941 300 8.844644 1.5 11.155356 845387 998932 846455 299 1.5 2 847183 302 301 06976 99756 60 998923 298 848260 1.5 3 848971 299 998914 297 850057 4 850751 1.5 298 998905 295 851846 1.5 Б 852525 ...
Andere Ausgaben - Alle anzeigen
Elements of Geometry, Plane and Spherical Trigonometry, and Conic Sections Horatio Nelson Robinson Keine Leseprobe verfügbar - 2015 |
Häufige Begriffe und Wortgruppen
altitude angle ACB angle opposite angled spherical triangle base bisected chord circle circumference conceive cone conic section cos.a cos.b Cosine Cotang curve diameter difference distance divide draw ellipse equal angles equation equiangular figure find the angle foci frustum Geometry given line greater Hence hight hyperbola hypotenuse inscribed join less Let ABC line drawn logarithm major axis measured by half multiplied N.sine ordinate parabola parallel parallelogram parallelopipedon perpendicular polygon prism PROBLEM produced proportion pyramid Q. E. D. Cor Q. E. D. PROPOSITION Q. E. D. Scholium Q. E. D. THEOREM quantities radius rectangle represent right angled spherical right angled triangle right ascension right line secant segments semicircle sin.a sin.b sine sine and cosine solid solid angle sphere spherical trigonometry square straight line subtraction surface Tang tangent three angles triangle ABC trigonometry vertex vertical angle
Beliebte Passagen
Seite 62 - In the same circle, or in equal circles, equal chords are equally distant from the center; and, conversely, chords equally distant from the center are equal.
Seite 13 - AXIOMS. 1. Things which are equal to the same thing are equal to one another.
Seite 24 - If two triangles have two sides of the one equal to two sides of the...
Seite 149 - If a perpendicular be let fall from any angle of a triangle to its opposite side or base, this base is to the sum of the other two sides, as the difference of the sides is to the difference of the segments of the base.
Seite 48 - In place of adding unity, subtract it, and we shall find that a : a — b :: c : c — d. or a : b — a :: c : d — c. (Theorem 4.) If four magnitudes be proportional, the sum of the first and second is to their difference, as the sum of the third and fourth is to their difference.
Seite 110 - If a straight line stand at right angles to each of two straight lines in the point of their intersection, it shall also be at right angles to the plane which passes through them, that is, to the plane in which they are.
Seite 21 - 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.
Seite 20 - If a side of a triangle be produced, the exterior angle is equal to the sum of the two interior and opposite angles ; and the three interior angles of every triangle are together equal to two right angles.
Seite 47 - If any number of quantities are proportional, any antecedent is to its consequent as the sum of all the antecedents is to the sum of all the consequents. Let a : b = c : d = e :f Now ab = ab (1) and by Theorem I.
Seite 173 - I measured 312 yards in a right line by the side of the river, and then found that the two angles, one at each end of this line, subtended by the other end and the house, were 31° 15