A complete probability model is described by which of the following statements?
A. A list of all possible outcomes in the sample space and their probabilities
B. The actual outcomes of a trial
C. The number of trials conducted
D. The difference between the theoretical and experimental probabilities of all outcomes
Please help
cheese
What sample space?
It's 'A'
To determine the correct answer, let's break down the options:
A. A list of all possible outcomes in the sample space and their probabilities: This option describes a complete probability model. It includes identifying all the possible outcomes or events in the sample space and assigning a probability to each outcome.
B. The actual outcomes of a trial: This option refers to the specific results observed in a single trial or experiment, but it does not encompass the entire probability model.
C. The number of trials conducted: This option is unrelated to the definition of a complete probability model. It simply indicates the quantity of trials conducted, which is not enough to define a probability model.
D. The difference between the theoretical and experimental probabilities of all outcomes: This option refers to the deviation between the calculated theoretical probabilities and the observed experimental probabilities. It does not describe the complete model itself.
Based on the explanations above, the correct answer is A. A complete probability model is described as a list of all possible outcomes in the sample space and their corresponding probabilities.