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2 cards from this section. Quick, good the night before a test.
Define Sample Space.
Think about outcomes of tossing a coin.
What is Normalization in probability?
Consider what happens when all possible events are accounted for.
What is the probability of an event being negative according to Kolmogorov’s Axiom?
Think about the definition of probability.
If the sample space S consists of four outcomes, what is the assigned probability if the outcomes are equally likely?
Recall how probabilities are assigned in equally likely events.
Consider a biased coin with P(H) = 0.7 and P(T) = 0.3. Using Kolmogorov's axioms, validate the probabilities.
Analyze the logic of probability assignments.
Create a probability space for rolling two dice and determine probabilities for their sum resulting in 7.
Break down the sums for two dice to find the total possible outcomes.
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