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3 cards from this section. Quick, good the night before a test.
What is the marginal PMF of X for the discrete distribution given?
Sum the probabilities where X equals 0.
How can you check if two random variables X and Y are independent?
Use the joint PMF for verification.
What does the joint probability mass function define?
Think about how they relate to each other.
True or False: Marginal distributions can always be derived from joint distributions.
Recall the method of finding marginals.
Consider a random variable Z defined with a joint PMF across three dimensions. Determine the marginal PMF for Z and check if it influences the independence of the two other dimensions.
Break the problem down dimension by dimension!
Given a continuous distribution defined in a non-standard region, derive its joint PDF and confirm its validity before calculating marginal PDFs.
Focus on region boundaries for proper limits!
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