Asked by Trish Una
Given with a = 10, b = 16, and m(angle)A=30° , determine both possible values for m(angle)B .
Answers
Answered by
oobleck
sinB/b = sin30°/a
sinB/16 = 0.5/10
sinB = 16*0.05 = 0.8
You know there are two angles B with sinB = 0.8
one in QI and the other in QII
sinB/16 = 0.5/10
sinB = 16*0.05 = 0.8
You know there are two angles B with sinB = 0.8
one in QI and the other in QII
Answered by
Trish Una
I didnt understood how, I did the procedure as you said and my only results are
53°, 127°
53°, 133°
64°, 127°
no solution
I can choose between those
53°, 127°
53°, 133°
64°, 127°
no solution
I can choose between those
Answered by
oobleck
so, what angle B has sinB = 0.8 ?
I promise you, it's in the list.
I promise you, it's in the list.
Answered by
Risotto Nero
Angle ∠ B = β = 115.736° = 115°44'11″ = 2.02 rad right? so in these case there is no solution right?
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