Solve the triangle. a = 32°, a = 19, b = 12 b = 19.6°, c = 148.4°, c ≈22.5 b = 19.6°, c = 128.4°, c ≈28.1 cannot be solved b = 19.6°, c = 128.4°, c ≈16.9

Step-by-step explanation:

sin(32)/19 = sin(B)/12  

cross multiply  

12 sin(32) = 19 sin(B)  

sin(B) = 12 sin(32) /19 = 0.334686  

B = sin°-1(0.334686)  

B = 0.321272 radian  

B = (0.321272)*180/pi degrees = 19.55°  

C = 180-32-19.55 = 128.45°  

sin(32)/19 = sin(128.45)/ c  

cross multiply  

c sin(32) = 19 sin(128.45)  

c = 19 sin(128.45) /sin(32) =28.08

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step-by-step explanation: