It can be easy enough to get the addition rule and the multiplication rule confused. Tell me the difference between the two. Provide the notations and then tell me what type of problem I would use each one for.
Addition Rule:
Notation for Addition Rule: P(A or B) = P(event A occurs or event B occurs or they both occur).
Multiplication Rule:
Notation: P(A and B) = P(event A occurs in a first trial and event B occurs in a second trial).
Probability addition and multiplication rules are discussed. The response received a rating of "5" from the student who originally posted the question.
1.) The special rule of addition is used to ... c.) events based on subjective probabilities d.) independent ... the possible outcomes b.) the probability of their ...
... (b) The addition rule of probability is ... P(A ∩ B) = P(A) * P(B) That is, the probability of the ... A and B is the product of the individual probabilities of the ...
... Section 3.3: The Addition Rule. ... for the calculation of probabilities and conditional probabilities. ... Section 3.2: Conditional Probability and the Multiplication...
... d. Subjective probabilities. ... the probability of the event not happening from 1, we are using a. Subjective probability b. The ... c. The general rule of addition. ...
... Some Rules for Computing Probabilities Now that we ... our attention to computing the probability of two ... events by applying rules of addition and multiplication. ...
... Mutually Exclusive Events. Addition Rule. Multiplication Rule. Conditional Probability. ... Like all probabilities, a subjective probability is conventionally ...
... Mutually Exclusive Events. Addition Rule. Multiplication Rule. Conditional Probability. ... Like all probabilities, a subjective probability is conventionally ...
... a) joint probability that event A and event B will occur. b) addition rule. c) conditional probability that event B will occur. d) multiplication rule. ...
... Can the multiplication law be used to determine this probability? i) Use the addition law to determine the probabilities for the following composite events ...
