For the SSA case to yield two triangles b sin A < a < b must...

  

Transcribed Image Text:

For the SSA case to yield two triangles b sin A < a < b must be true. Show that this is the case by calculating b sin A, rounded to one decimal place, and filling in the blank given measurements, b= 16.2, a = 13.9, and ZA 58.9: - < 13.9 16.2 Now use the given measurements to solve for both possible triangles: Acute Triangle: ZB = 20= Submit Question Cm Obtuse Triangle: ZB ,20 = E Please round all solutions to the nearest tenth of a unit, if necessary. C = For the SSA case to yield two triangles b sin A < a < b must be true. Show that this is the case by calculating b sin A, rounded to one decimal place, and filling in the blank given measurements, b= 16.2, a = 13.9, and ZA 58.9: - < 13.9 16.2 Now use the given measurements to solve for both possible triangles: Acute Triangle: ZB = 20= Submit Question Cm Obtuse Triangle: ZB ,20 = E Please round all solutions to the nearest tenth of a unit, if necessary. C =