C Guilty Plea Plea Of Not Guilty Sentenced I 11.) A student has been doing well all semester, and calculates that she only needs a thirty percent grade on the final exam to pass the course. This overconfident student stays out late partying the night before the exam, oversleeps, and rushes in with only enough time remaining in the exam to make random guesses. The exam consists of fifty questions, multiple choice with four possible responses for each question. What is the mean and standard deviation of the number of correct answers with random guessing? What is the probability of the student passing the course? Would it be considered "unusual" if the student were to pass the course? (In other words, would the number of questions needed to pass be considered significantly high?) Why or why not