Question: 4) Each question on a multiple-choice exam has four choices. One of the choices is the correct answer, worth 5 points, another choice is the

4) Each question on a multiple-choice exam has four choices. One of the choices is the correct answer, worth 5 points, another choice is the wrong but still carries partial credit of 1 point, and the other two choices are worth 0 points. If a student picks answers at random, what is the expected value of his or her score for a problem? If the exam has 30 questions, what is his or her expected score? Show your work in the table below. E""="'P"'\" Outcomes (X)

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