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" A spherical angle is measured by the arc of a great circle described from its vertex as a pole, and included between its sides, produced if necessary. "
Solid Geometry - Page 440
by George C. Shutts - 1913
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Plane and Spherical Trigonometry and Tables

George Albert Wentworth - Trigonometry - 1903 - 346 pages
...dihedral angles made by the planes of the sides. Each angle is *also measured by the number of degrees in the arc of a great circle, described from the vertex of the angle as a pole, and included between the sides of the angle. The sides may have any value from 0° to 360°; but in this...
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Five-place Logarithmic and Trigonometric Tables

George Albert Wentworth, George Anthony Hill - Logarithms - 1903 - 348 pages
...dihedral angles made by the planes of the sides. Each angle is also measured by the number of degrees in the arc of a great circle, described from the vertex of the angle as a pole, and included between the sides of the angle. The sides may have any value from 0° to 360° ; but in this...
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Solid Geometry

Fletcher Durell - Geometry, Solid - 1904 - 232 pages
..._L the line of centers, and whose center is in the line of centers. QED PROPOSITION IX. THEOREM 770. A spherical angle is measured by the arc of a great...described from the vertex of the angle as a pole, and included between its sides, produced, if necessary. Given /.BAC a spherical angle formed by the intersection...
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Bulletin

Education - 1904 - 738 pages
...base of a cone is a circle, every section parallel to the base is a circle. 6 Prove that a spheric angle is measured by the arc of a great circle described from its vertex as a pole, and included between its sides produced if necessary. NOTE — Use w Instead...
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School Science and Mathematics, Volume 11

Education - 1911 - 946 pages
...points. [H3.] 8. A sphere may be inscribed in or circumscribed about any given tetrahedron. [H5.] p. A spherical angle is measured by the arc of a great circle described from its vertex as a pole and included between its sides (produced if necessary). [K5.] V. Spherical Triangles...
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Plane Trigonometry

Daniel Alexander Murray - 1906 - 466 pages
...degrees of arc, the former may be called angular degrees; and the latter arcual degrees.] c. Proposition. A spherical angle is measured by the arc of a great circle described with its vertex as a pole and included between its boundary arcs, produced if necessary : Let ABC and...
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Plane and Solid Geometry

Edward Rutledge Robbins - Geometry - 1907 - 428 pages
...to plane A3 (?) (501). .•. PO is the axis of O ARNB (702). ... P is the pole of QARNB (702). QED . THEOREM. A spherical angle is measured by the arc of a great circle having the vertex of the angle as a pole and intercepted by the sides of the angle. Given: Spherical...
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Spherical Trigonometry: For Colleges and Secondary Schools

Daniel Alexander Murray - Spherical trigonometry - 1908 - 132 pages
...degrees of arc, the former may be called angular degrees; and the latter arcual degrees.] c. Proposition. A spherical angle is measured by the arc of a great circle described with its vertex as a pole and included between its boundary arcs, produced if necessary : Let ABC and...
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Plane [and Spherical] Trigonometry for Colleges and Secondary Schools

Daniel Alexander Murray - Plane trigonometry - 1908 - 358 pages
...of are, the former may be called angular degrees; and the latter areual degrees.'] c. Proposition. A spherical angle is measured by the arc of 'a great circle described with its vertex as a pole and included between its boundary arcs, produced if necessary : Let ABC and...
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Bulletin, Issues 1-13

United States. Office of Education - 1911 - 1154 pages
...area of a prism and of a regular pyramid. State the corresponding theorems for cylinders and cones. 3. A spherical angle is measured by the arc of a great circle described with Its vertex as a pole and included between its sides, produced if necessary. 4. Given two points...
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