Question 6 > The expression 2 tan (@)sin(@) + 5 sec(x) simplifies to Asec(x) - Bcos(x), determine A and B. A B =Question 2 Score on last try: 0 of 1 pts. See Details for more. > Next question Get a similar question You can retry this question below For each angle below, determine the quadrant in which the terminal side of the angle is found and find the corresponding reference angle 0. [NOTE 1: Enter '1' for quadrant I, '2' for quadrant II, '3' for quadrant III, and '4' for quadrant IV.] [NOTE 2: You can enter 7 as 'pi' in your answers.] 11a (a) 0 : 3 is found in quadrant and 9 = 571 (b) 0 = 4 is found in quadrant 3 x and 0 225 X 7 1 (c) 0 = 6 is found in quadrant and 8 (d) 0 = 3 is found in quadrant and 8 =7 TT If d = > then 4 sin (0) equals cos (0) equals tan(@) equals sec (0) equalsFind the reference number for each value of t. 2 7T (a) If t = 3' the reference number is t = X (b) If t = 4 the reference number is t = 2 TT (c) If t = 3' the reference number is t = (d) If t = 4 the reference number is t (e) If t = 6' the reference number is t = 11x (f) If t = 3 the reference number is t = Question Help: VideoIf d = 4 , then find exact values for the following: sin (0) equals cos(0) equals tan(0) equals sec (0) equals