Question: ff13. Triangle ABC has the following measures: a = 25, b = 21.8, and c = 42.4. What is the measure of angle B? O

\f\f13. Triangle ABC has the following measures: a = 25, b = 21.8, and c = 42.4. What is the measure of angle B? O There is not enough information to use the law of sines O 130 O 27'\f23. If sin() = -0.829, cos() = -0.559, and tan() = -1.483, then what are the coordinates of where the terminal side of angle p intersects the unit circle, when drawn in standard position? O (-0.559, -0.829) O (-0.829 , -0.559) O (-1.483, -0.559) O (-0.829, -1.483)30. What function is being represented by the graph below: Of(0) = tan(20) + 1 Of(0) = - tan(20) + 1 Of(#) = - tan(=#) + 1 O f(0) = tan(-0) - 1

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