Consider the hour hand of an analog clock face, as it sweeps from 12 to 12 again. Define a random variable as the current position of the hour hand, sampled randomly such that every time occurs with equal probability. Express the position of the hour hand as a decimal between 0 and 12 such that, e.g. 12:18 becomes 0.3 and 6:30 becomes 6.5. Would you describe this as a discrete random variable, or a continuous random variable? Group of answer choices Discrete random variable Continuous random variable Flag question: Question 7 Question 7 0.5 pts What would be a reasonable expectation for this random variable? Group of answer choices 0 3 6 9 12 Flag question: Question 8 Question 8 0.5 pts What would be a reasonable variance for this random variable? Group of answer choices -12 0 12