Solve the triangle. (Round answers to two decimal places.) B = 39.9°, C = 67.2°, a = 186 A = b

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A: We have given, for a triangle ABC, A = 39°30’, C = 110°30’, a = 4.44 ft.

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A: In triangle ABC: AB=cAC=8BC=4∠C=100°

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A: To find the remaining angles and sides of the given triangle.

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A: Given: b=9.8 mm and c = 12 mm Formula used: sin B =bc

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A: Sine rule is used

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Q: In APQR, the measure of ZR=90°, PR = 55, QP = 73, and RQ = 48. What ratio represents the sine of ZQ?…

A: Given, ∠R=90°,PR=55°,QP=73°RQ=48°

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Q: PGCPS BENCHMARK 2 GEOMETRYI GEOMETRY I 1O OF 20 Consider a right triangle where the measure of one…

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Q: 4) Consider the following triangle 14 m 120 5m B (a) Use the cosine rule to show that a satisfies…

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A: This question is based on use of law of sines.

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Q: Show your work as in class. Round your answers to two decimal places where appropriate. 1. Solve…

A: Use cosine rule: For angle A a2=b2+c2-2bc cosA