Solve The Triangle. a=3.0ft, b=5.0ft, c=6.0ft 90A55°100Solve each triangle. See Examples 2 and 3.19. A = 41.4°, b = 2.78 yd, c = 3.92 yd%3D20. C= 28.3°, b = 5.71 in., a = 4.21 in.%3D21. C = 45.6°, b = 8.94 m, a = 7.23 m%3D22. A = 67.3°, b = 37.9 km, c = 40.8 km%3D%3D23. a = 9.3 cm, b = 5.7 cm, c = 8.2 cm%3D24. a = 28 ft, b = 47 ft, c = 58 ft%3D%3D%3D25. a = 42.9 m, b = 37.6 m, c = 62.7 m%3D26. a = 189 yd, b = 214 yd, c = 325 yd%3D27. a = 965 ft, b = 876 ft, c = 1240 ft28. a = 324 m, b = 421 m, c = 298 m%3D29. A = 80° 40', b = 143 cm, c = 89.6 cm30. C = 72° 40', a = 327 ft, b = 251 ft%3D%3D31. B = 74.8°, a = 8.92 in., c = 6.43 in.32. C = 59.7°, a = 3.73 mi, b = 4.70 mi%3D33. A = 112.8°, b = 6.28 m, c = 12.2 m%3D%3D34. B = 168.2°, a = 15.1 cm, c = 19.2 cm%3D35. a = 3.0 ft, b = 5.0 ft, c = 6.0 ft36. a = 4.0 ft, b = 5.0 ft, c = 8.0 ft%3DConcent Check Answer each question.

Given query is to solve the triangle.

Answered: Solve The Triangle. a=3.0ft, b=5.0ft,…

Trigonometry (MindTap Course List)

8th Edition

ISBN:9781305652224

Author:Charles P. McKeague, Mark D. Turner

Publisher:Charles P. McKeague, Mark D. Turner

Chapter7: Triangles

Section7.1: The Law Of Sines

Problem 36PS

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Related questions

Question

Solve The Triangle. a=3.0ft, b=5.0ft, c=6.0ft

90
A
55°
100
Solve each triangle. See Examples 2 and 3.
19. A = 41.4°, b = 2.78 yd, c = 3.92 yd
%3D
20. C= 28.3°, b = 5.71 in., a = 4.21 in.
%3D
21. C = 45.6°, b = 8.94 m, a = 7.23 m
%3D
22. A = 67.3°, b = 37.9 km, c = 40.8 km
%3D
%3D
23. a = 9.3 cm, b = 5.7 cm, c = 8.2 cm
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24. a = 28 ft, b = 47 ft, c = 58 ft
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25. a = 42.9 m, b = 37.6 m, c = 62.7 m
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26. a = 189 yd, b = 214 yd, c = 325 yd
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27. a = 965 ft, b = 876 ft, c = 1240 ft
28. a = 324 m, b = 421 m, c = 298 m
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29. A = 80° 40', b = 143 cm, c = 89.6 cm
30. C = 72° 40', a = 327 ft, b = 251 ft
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31. B = 74.8°, a = 8.92 in., c = 6.43 in.
32. C = 59.7°, a = 3.73 mi, b = 4.70 mi
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33. A = 112.8°, b = 6.28 m, c = 12.2 m
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34. B = 168.2°, a = 15.1 cm, c = 19.2 cm
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35. a = 3.0 ft, b = 5.0 ft, c = 6.0 ft
36. a = 4.0 ft, b = 5.0 ft, c = 8.0 ft
%3D
Concent Check Answer each question.

Polygon with three sides, three angles, and three vertices. Based on the properties of each side, the types of triangles are scalene (triangle with three three different lengths and three different angles), isosceles (angle with two equal sides and two equal angles), and equilateral (three equal sides and three angles of 60°). The types of angles are acute (less than 90°); obtuse (greater than 90°); and right (90°).

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