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3 cards from this section. Quick, good the night before a test.
What are the conditions for a binomial distribution?
Think of the acronym.
Identify the mean formula for a binomial distribution.
What do we use to describe expected outcomes?
What is a binomial distribution?
Remember, it focuses on successes.
The mean of a binomial distribution is which formula?
Think about the expected number of successes.
A factory uses a machine that produces parts. The probability that any part is defective is 0.1. If the machine runs for 100 operations, find the probability exactly 10 parts are defective.
Calculate using the binomial coefficient and probabilities.
A multiple-choice test has 15 questions, each with 4 options. If a student guesses, find the probability they pass by correctly answering at least 11 questions.
Remember to use cumulative probabilities.
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