egin the solution process for each triangle. 7. 8. A 12 in. 85 28 km 15 km 15 in. 30 km 9. 10. A 15 mi 6.8 AU 49%

Trigonometry (11th Edition)
11th Edition
ISBN:9780134217437
Author:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Publisher:Margaret L. Lial, John Hornsby, David I. Schneider, Callie Daniels
Chapter1: Trigonometric Functions
Section: Chapter Questions
Problem 1RE: 1. Give the measures of the complement and the supplement of an angle measuring 35°.
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Related questions
Question
Determine whether the law of cosines can be used to
22. side b = 385 m
ZC = 67°
side a = 490 m
begin the solution process for each triangle.
7.
8. A
23. side c = 25.8 mi
12 in.
85°
28 km
15 km
15 in.
ZB = 30°
side a = 12.9 mi
30 km
Solve using the law of cosines (if possible). Label each
triangle appropriately before you begin.
9.
15 mi
10.
6.8 AU
А
49°
24.
12 mi
929
88%
B
10.9 km
980
6.7 km
11.
12.
B
C
50 cm
12.5 yd
8 yd
25. В
29
A
15 yd
49 cm
538 mm
For each triangle, verify all three forms of the law of
cosines.
29°
465 mm
13.
26.
В
50 km
A
27.5 ft
30°
80
141°
32.5 ft
26.6 km
70%
52.4 km
27. side c = 10V3 in.
side b = 6V3 in.
side a = 15 V3 in.
28. side a = 282 ft
14.
В
side b = 129 ft
side c = 300 ft
816 mi
105°
577 mi
29. side a = 32.8 km
45°
C
30°
A
side b = 24.9 km
1114.7 mi
side c = 12.4 km
Transcribed Image Text:Determine whether the law of cosines can be used to 22. side b = 385 m ZC = 67° side a = 490 m begin the solution process for each triangle. 7. 8. A 23. side c = 25.8 mi 12 in. 85° 28 km 15 km 15 in. ZB = 30° side a = 12.9 mi 30 km Solve using the law of cosines (if possible). Label each triangle appropriately before you begin. 9. 15 mi 10. 6.8 AU А 49° 24. 12 mi 929 88% B 10.9 km 980 6.7 km 11. 12. B C 50 cm 12.5 yd 8 yd 25. В 29 A 15 yd 49 cm 538 mm For each triangle, verify all three forms of the law of cosines. 29° 465 mm 13. 26. В 50 km A 27.5 ft 30° 80 141° 32.5 ft 26.6 km 70% 52.4 km 27. side c = 10V3 in. side b = 6V3 in. side a = 15 V3 in. 28. side a = 282 ft 14. В side b = 129 ft side c = 300 ft 816 mi 105° 577 mi 29. side a = 32.8 km 45° C 30° A side b = 24.9 km 1114.7 mi side c = 12.4 km
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