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Solving OBLIQUE triangles (ssa)
Law of Sines Solving OBLIQUE triangles (ssa)
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Law of Sines π sin π΄ = π sin π΅ = π sin πΆ
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Example 1 Solve the triangle if A = 36Β°, a = 8 and b = 5. Round sides to the nearest hundredth and angle to the nearest whole number.
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Example 2 Solve the triangle if A = 76Β°, a = 18 and b = 20. Round sides to the nearest hundredth and angle to the nearest whole number.
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Example 3 Solve the triangle if A = 60Β°, a = 9 and b = 10. Round sides to the nearest hundredth and angle to the nearest whole number.
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Example 4 Solve the triangle if A = 110Β°, a = 125 and b = Round sides to the nearest hundredth and angle to the nearest whole number.
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Example 5 Solve the triangle if A = 58Β°, a = 11.4 and b = Round sides to the nearest hundredth and angle to the nearest whole number.
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Example 6 Solve the triangle if A = 58Β°, a = 4.5 and b = Round sides to the nearest hundredth and angle to the nearest whole number.
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