Find values for b such that the triangle has one solution, two solutions (if possible), an A 125°, a = 204 (a) one solution Ob = 204 O 204 < b < Ob< Ob < 204 Ob> Ob< 204 sin (125°) 204 sin(125°) (b) two solutions (if possible) 204 204 < b < sin(125°) Obe 204 sin(125°) 204 sin(125°) 204 sin(125°) Obs 204, b = O not possible 204 sin(125°)

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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Find values for b such that the triangle has one solution, two solutions (if possible), and no solution.
A 125°, a = 204
(a) one solution
Ob> 204
0 204 b <
ОБЗ
Ob < 204
Ob>
Ob<
204
sin (125°)
(b) two solutions (if possible)
204 < b <
Ob>
204
sin(125°)
204
sin(125°)
204
sin(125°)
204
sin(125°)
Obs 204, b =
O not possible
(c) no solution
Obs 204
O204 < b <
Ob>
204
sin(125°)
Ob = 204
Ob<.
204
sin(125°)
204
sin (125°)
204
sin(125°)
204
sin (125°)
Transcribed Image Text:Find values for b such that the triangle has one solution, two solutions (if possible), and no solution. A 125°, a = 204 (a) one solution Ob> 204 0 204 b < ОБЗ Ob < 204 Ob> Ob< 204 sin (125°) (b) two solutions (if possible) 204 < b < Ob> 204 sin(125°) 204 sin(125°) 204 sin(125°) 204 sin(125°) Obs 204, b = O not possible (c) no solution Obs 204 O204 < b < Ob> 204 sin(125°) Ob = 204 Ob<. 204 sin(125°) 204 sin (125°) 204 sin(125°) 204 sin (125°)
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