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Probability Concepts and Formulas, Exams of Nursing

Key concepts and formulas related to probability theory, including the definition of probability, the range of probability values, the properties of impossible and definite events, the union and intersection of events, the concepts of mutually exclusive and independent events, the addition and multiplication rules for probabilities, and the concept of conditional probability. A comprehensive overview of the fundamental principles and mathematical relationships that underlie the study of probability, making it a valuable resource for students and learners interested in probability, statistics, and related fields.

Typology: Exams

2023/2024

Available from 10/14/2024

Toperthetop
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Download Probability Concepts and Formulas and more Exams Nursing in PDF only on Docsity! ISDS Exam 2 Probability - correct answer ✔✔A numeric value that measures the likelihood that an event occurs What can a probability range from? - correct answer ✔✔0 to 1 An impossible event for a probability - correct answer ✔✔If the probability is 0 Union of two events (A U B) - correct answer ✔✔Is the event consisting of all events in both A or B When a probability have a definite event - correct answer ✔✔When a probability is 1 event exhaustive - correct answer ✔✔When two events combined, they include all outcomes in the sample space experiment - correct answer ✔✔A process that leads to one of several possible outcomes sample space - correct answer ✔✔Contains all possible outcomes of the experiment Event - correct answer ✔✔Any subset of outcomes of an experiment Mutually Exclusive - correct answer ✔✔When two events share no outcomes Intersection of two events - correct answer ✔✔Is the event consisting of all events in both A and B complement of event - correct answer ✔✔Is the event consisting of all outcomes in the sample space that are not in event A complement rule - correct answer ✔✔P(A^C)= 1-P(A) A and B are mutually - correct answer ✔✔P(A intersection B)=0, P(A U B)= P(A) + P(B) Conditional Probability - correct answer ✔✔Given two events A and B where P(A)=0 and P(B)=0, P(A | B)= P( A intersection B)/ P(B), P(B | A)= P( A intersection B)/ P(A) addition rule - correct answer ✔✔P (A U B)= P(A) + P(B) - P(A intersection B) A and B are independent - correct answer ✔✔P(A|B)=P(A) or P(B|A)=P(B) multiplication rule - correct answer ✔✔P(A intersection B)=P(A|B)xP(B) and P(B|A)xP(A) multiplication rule for independent events - correct answer ✔✔If A and an are independent events, then P(A intersection B)= P(A) x P(B) Complement Rule - correct answer ✔✔The probability of the complement of an event is equal to one minus the probability of the event The Addition Rule - correct answer ✔✔States that the probability that A or B occurs is equal to the probability that A occurs, plus the probability that B occurs, minus the probability that A and B occurs Conditional Probability - correct answer ✔✔In many situations, the probability of an event occurring is conditional on another event happening event being independent - correct answer ✔✔If the occurrence of one does not affect the probability of the other event two events being dependent? - correct answer ✔✔If the occurrence of one does not affect the probability of the other event