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A discrete random variable X has the following probability distribution.
X = {1,2,3,4,5}, p(x)=x/k
What is the value of k for probability distribution to be valid?
A discrete random variable X has the following probability distribution.
X = {1,2,3,4,5}, p(x)=x/15
What is the value of F(3)?
An analyst follows a list of 7 stocks. On any given day, the probability of picking the top performing stock for the day is 0.3. For every 5 consecutive days, what is the probability of picking the top performing stock at least 4 out of the 5 days?
In any given day, a stock has a probability of 65% for an up move.
The expected increase in the event of an up move is 2.5%.
The expected decrease in the event of a down move is also 2.5%.
In 3 consecutive days, what is the probability of having less than 2 up moves?
In any given day, a stock has a probability of 65% for an up move.
The expected increase in the event of an up move is 2.5%.
The expected decrease in the event of a down move is also 2.5%.
In 3 consecutive days, what is the % change is price if there are 3 up moves?
The EPS of stocks in a large market was found to have a mean of $12.50 and standard deviation of $32. The distribution can approximated to a normal distribution.
What is the percentage of stocks that have an EPS greater than $50?
The EPS of stocks in a large market was found to have a mean of $12.50 and standard deviation of $32. The distribution can approximated to a normal distribution.
What is the 95% confidence interval for the EPS?
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The EPS of stocks in a large market was found to have a mean of $12.50 and standard deviation of $32. The distribution can approximated to a normal distribution.
Sort the value of these from highest to lowest.
View Answers:
Portfolio | A | B | C |
---|---|---|---|
Expected Return | 8% | 5% | 16% |
Std Deviation | 12% | 2.5% | 14% |
Given a threshold return of 4%, sort the portfolios from the most suitable to the least suitable based on Roy’s safety first criterion.
View Answers:
Portfolio | A | B | C |
---|---|---|---|
Expected Return | 8% | 5% | 16% |
Std Deviation | 12% | 2.5% | 14% |
Given a threshold return of 4%, what is the shortfall risk for Portfolio C?
Peter bought a stock 2 years ago at $200. He sells it off today at $322.
What is the continuous compounded annual rate of return for the stock?
Which of these is least likely a limitation of Monte Carlo Simulation?
An analyst follows a list of 7 stocks. On any given day, the probability of picking the top performing stock for the day is 0.3. For every 5 consecutive days, what is the expected number of days that the analyst did NOT pick the top performing stock?
Many years ago, I was exactly where you are today—a CFA Level I candidate juggling a demanding full-time career with the daunting CFA curriculum. Coming from a Computer Engineering background, finance was entirely new territory for me. And yes, it was tough!
I struggled with dense textbooks, late-night cramming, and the frustration of concepts that seemed impossible after a long workday. But after passing Level I (barely), I realized something had to change.
Using the Pareto Principle (80/20 rule), I distilled the vast CFA syllabus into essential, easy-to-understand nuggets. I leaned into visual summaries and bite-sized learning sessions that worked around my busy schedule. This smarter approach helped me clear Levels II and III on my first attempts with significantly less stress.
I founded PrepNuggets to share the streamlined strategies and innovative learning methods that transformed my CFA journey. Our mission is simple: leverage technology to make CFA prep more effective, accessible, and enjoyable.
Join the PrepNuggets community today—sign up for your free account, and let our thoughtfully crafted materials propel you toward CFA success without unnecessary overwhelm.
Here’s to your CFA journey!
Keith Tan, CFA
Founder & Chief Instructor, PrepNuggets
Keith is the founder and chief instructor of PrepNuggets. He has a wide range of interests in all things related to tech, from web development to e-learning, gadgets to apps. Keith loves exploring different cultures and the untouched gems around the world. He currently lives in Singapore but frequently travels to share his knowledge and expertise with others.
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