1977 A-Level H2 Mathematics
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Question 12Discrete Random Variables (DRV)
A test consists of five multiple choice questions to each of which three answers are given, only one of which is correct. For each correct answer a candidate gets $2$ marks, but loses $1$ mark for each incorrect answer. A particular candidate answers all question purely by guesswork. Draw up a table to show all the possible total marks from $-5$ to $10$ and the probability associated with each mark for this candidate. Use the table to show that the expected mark is zero, and find the variance of this distribution.
Final Answer:
\\(E(M) = 0\\), \\(\\text{Var}(M) = 10\\)