A student is currently preparing for the final quiz in BUAD 311 and another quiz in a different class. She can perfectly answer three of the four preparation questions for the BUAD 311 quiz, but she is unsure how to answer the fourth. She could drop the BUAD 311 quiz and focus only on the other class, or she could decide to take it. If she gets one of the questions she knows, she can boost her quiz average by 10 points. If she gets the one she does not know she will not be able to improve her score, but thanks to the drop her BUAD 311 quiz average will not decrease. If she does decide to take the BUAD 311 quiz, though, she thinks it will come at a cost of 4 points on her quiz average in the other class, which she must take. On the other hand, dropping the BUAD 311 quiz and focusing on the other class would net her 2 points. Suppose that her goal is to maximize the total of her quiz averages in the two classes Knowing that the BUAD 311 quiz question is randomly selected, what should she do and what should she expect to happen given that decision? Not take the BUAD 311 quiz, improve total by 2 points B Take the BUAD 311 quiz, improve total by 7 points oc Take the BUAD 311 quiz, improve total by 6.5 points D. Take the BUAD 311 quiz, improve total by 3.5 points E None of the above A