Common Probability Distributions / Quiz
Common Probablity Distributions
This quiz is a part of the CFA Level 1 reading 'Common Probablity Distributions'.
12 questions
- Which of the following is the most accurate way to standardize any normal variable (X)?
- Which of the following is true about the sum X + Y of two independent normal random variables X and Y?
- Suppose you purchased a lottery ticket and you can either win $10,000 with a probability of 0.10 or win nothing. Suppose X represents the amount you win. X will have a:
- You have a pool of stocks having either value or growth stocks. The probability of selecting a value stock is 0.60. You are going to pick up 5 stocks. Assuming binomial distribution, what is the probability of picking 2 value stocks?
- Suppose you do day trading every day for next n days. Each day, the probability of you making a profit is p. Suppose X denotes the number of days you win, the expected number of hits is:
- Suppose you do day trading every day for next 5 days. Each day, the probability of you making a profit is 0.75. Suppose X denotes the number of days you win. The variance of X is:
- A standard normal distribution has:
- Which of the following is NOT an example of a continuous random variable?
- An investor wants to earn minimum 5% returns over the next year. He has to make a choice between the following three portfolios.

According to Roy's Safety-First criterion, which portfolio should he prefer?
- Which of the following statements about lognormal distribution is least accurate?
- With continuously compounded rate of return r, the future stock price is expressed as follows: St = S0*EXP(r). If r is normally distributed, what can be said about the stock price (St)?
- Which of the following is a major drawback of using Monte Carlo simulation method to price assets or calculate VaR?
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