Find values for b such that the triangle has (a) one solution, (b) two solutions (if possible),

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Find values for b such that the triangle has (a) one solution, (b) two solutions (if possible), and (c) no solution.
1. A = 36°, a = 5
2. A = 60°, a = 10
3. A = 105°, a = 80
4. A = 132°, a = 215

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Algebra and Trigonometry

ISBN: 978-1337271172

10th edition

Authors: Ron Larson

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Question Posted: Feb 14, 2018 03:24 AM

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Find values for b such that the triangle has (a) one solution, (b) two solutions (if possible),

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1 Given A 36 a 5 a On solution if b 5 or b 5 sin 36 0 b Two solutions if 5 b 5 sin 36 0 c No so...View the full answer

Algebra and Trigonometry

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