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core: 0/28 0/8 answ . Question 2 Consider the lines a = 2 and z - - 2 on the unit circle shown below Question 3 Suppose we are trying to find the reference angle of theta = 240^circ Practice computing reference angles, and for angles greater than '90^circ e reference angles Compute the reference angle for each of the following: "theta_1 = 27^circ "theta 2= 133^circ' 'theta 3= 200^circ theta_4=315^circ = 240 theta_1\\prime =' theta_2\\prime theta_3\\prime = Part A: Find the coordinates of the points A, B. C, and D. Coordinates theta_4\\prime =" uestion Help: Message instructor Explain the error with the following statement: Point B Calculator "The reference angle is thetalprime = 30^circ" since th e y axis and the Point C Submit Question asert - Formats . B / U X, X A . B. " Point D Part B: Recall that the definition of reference angle is the acute angle formed by the z-axis and the Find the reference angles for each of the points A , B , C and D. Give your answers in degrees and radians . Reference Angle (degrees) |Reference Angle (radians) pre: 0/28 0/8 answered Question 5 Question 4 You may use the unit circle to answer the questions . Practice computing reference angles, and use the formulas derived in c Consider the equation 'cos theta = -sqrt(3)/2. Part A: Find two angles between 'Oncirc and 360^circ" that satisfy the equation. angles if you wish. Keep in mind that the reference angle mu mess the unit e must measure between 'Oncirc' theta = theta_1 = 375^circ' * "theta 2 = 480^circ 'theta 3= 600^circ theta_4=760^circ Part B: Find two angles greater than 360^circ" that satisfy the equation. theta_1\\prime theta = theta_2\\prime = theta_3\\prime =' Part C: For each of the angles above, write the reference angle. What do you notice? heta_4\\prime =" Edit - Insert - Formats - B / U x , X A . A - Score: 1/28 1/8 answered uestion Help: Message instructor Calculator Question 7 . Submit Question Score on last try: 1 of 4 pts. See Details for more. > Next question You can retry this question below Determine the formulas for finding reference angles in radians instead of degrees. Question Help: Message instructor Reference Angle Quadrant aD. Presion x | + [v"theta' vpi - theta ore: 1/28 1/8 answered [."theta - pi C. Ill -'2pi - theta . Question 8 . Question 6 . Find two angles larger than '2pi" that satisfy 'sin theta = 1/2" and determine their reference angles. Consider the equation 'sin theta = 1/2 Give your answers in radians. Part A: Find two angles between '0' and 2pi" that satisfy the e * The following reference angles were not assigned to their correct quadrants: "pi - theta, theta- pi', 2pi - theta'. First answer: radians theta =radians Question Help : Message instructor Second answer: | radians Part B: Find the reference angle for the angles you found in Part A Calculator Reference angle for first answer: radians Reference angle for the first answer radians Submit Question Reference angle for the second answer Reference angle for second answer: radians westion Help: Message in question Help: Message instructor Calculator Submit Question PhotoGrid