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" In addition to these four cases we shall find that, when given two sides and an angle opposite one of them, or two angles and a side opposite one of them... "
The Elements of Plane and Spherical Trigonometry - Page 86
by John Gale HUN (and MAC INNES (Charles Ranald)), Charles Ranald MacInnes - 1911 - 205 pages
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The Elements of Plane and Spherical Trigonometry

John Gale Hun, Charles Ranald MacInnes - Trigonometry - 1911 - 234 pages
...103° 25' 55", B = 73° 12' 35". С = 79° 15' 5". 3. b = 18° 28' 10", 4. a = 100° 13' 20", С = 55° 58' 30" A = 123° 16' 45". CHAPTER VIII. THE SOLUTION...1) The three sides, a, b, c. 2) The three angles, A,B,C. 3) Two sides and the included angle, eg, a, b, C. 4) A side and the two adjacent angles, eg,...
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Plane and Spherical Trigonometry

George Neander Bauer, William Ellsworth Brooke - Trigonometry - 1917 - 346 pages
...sin 7 9.99155-10 10 9.89655 - 10 153 154. Two solutions. There are two solutions, if any, when ever two sides and an angle opposite one of them, or two angles and a side opposite one of them, are given, unless limited to one solution by the principles of Arts. 150, 151, and 152. Thus, having...
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