Ssa law of sines
[DOC File]The Law of Sines
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The Ambiguous Case: SSA. For convenience use as the angle you know and a and b are the sides you know. SSA and a > b. Only one (obtuse) triangle is possible. Use the Law of Sines, , to find B. C = 180 – A – B . SSA and a < b. We could have 0, 1 or 2 triangles. Calculate . SSA and . No triangle is possible. SSA and . One (right) triangle. C ...
[DOCX File]Arrowhead High School
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Law of Sines--Ambiguous Case (5-7) The ambiguous case occurs when one uses the Law of Sines to determine missing measures of a triangle when given two sides and an angle opposite one of those angles (SSA). Three possible situations can occur: 1) NO triangle with the given information exists, 2) ONE such triangle exists, or
[DOCX File]Omaha South High School
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To use the Law of Sines to determine the measure of an angle, we must know the measure of an angle and its corresponding side plus the length of the corresponding side of the unknown angle. In other words, we must have ASA or SSA. The Law of Sines uses ratios of the length of a side to its corresponding angle. OR
[DOC File]The Law of Sines and the Law of Cosines
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Use the Law of Sines: C = sin-1 (0.4) = 24º (to the nearest degree ) - in Quadrant I.Sine is also positive in Quadrant II. If we use the reference angle 24º in Quadrant II, the angle C is 156º.But, with m
Law of Sines or Sine Rule (solutions, examples, videos)
Worksheet 4-7cName _____ Law of Sines (SSA) Solve each triangle (if possible) rounding answers to the nearest tenth. Hint: some triangles have two solutions.
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