D. 63 65 29. To answer questions 28-35, use the given data to find the values of the sine, cosine, and tangent of (A + B) and of (A - B). Give the quadrant in which each of the angles (A + B) and (A - B) terminates. angle A in Quadrant II, tan A = - 12 5 angle B in Quadrant III, sin B = cos (A + B) = O A. 56 65 O B. - 16 65 O C. 56 65 O D . 16 65 ttps://theorem.nebraska.edu/courses/MTHH044059/unit-3/unit-3-evaluation 13/20 17/2021 Precalculus: Trigonometry - Theorem 30. To answer questions 28-35, use the given data to find the values of the sine, cosine, and tangent of (A + B) and of (A - B). Give the quadrant in which each of the angles (A + B) and (A - B) terminates. angle A in Quadrant II, tan A = - angle B in Quadrant III, sin B = - tan (A + B) = O A. 63 16 O B. 33 56 O C. 63 16 O D . 33 56 31. To answer questions 28-35, use the given data to find the values of the sine, cosine, and tangent of (A + B) and of (A - B). Give the quadrant in which each of the angles (A + B) and (A - B) terminates. angle A in Quadrant II, tan A = - 12 angle B in Quadrant III, sin B = - Angle (A + B) terminates in which Quadrant? A. III O B. 11 O c. I OD. IV