All possible outcomes calculator
[PDF File]Probabilities of outcomes and events
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Outcomes and events Probabilities are functions of events, where events can arise from one or more outcomes of an experiment or observation. To use an example from DNA sequences, if we pick a random location of DNA, the possible outcomes to observe are the letters A, C, G, T. The set of all possible outcomes is S = fA, C, G, Tg. The set of
[PDF File]Sample Space, Events and Probability
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The set of all the possible outcomes is called the sample space of the experiment and is usually denoted by S. Any subset E of the sample space S is called an event. Here are some examples. Example 1 Tossing a coin. The sample space is S = fH;Tg. E = fHgis an event.
[PDF File]Probability 101
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Set of all mutually exclusive possible outcomes of an experiment. Event Subset of sample space. Some Events ... All outcomes equally likely (fair coin, fair die ...
[PDF File]Equally Likely outcomes
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Equally Likely outcomes For many experiements it is reasonable to assume that all possible outcomes are equally likely. For example: I Draw a random sample of size n from a population. The assumption that the sample is drawn at random means that all samples of size n have an equal chance of being chosen (much of statistical analysis depends
[PDF File]Rock, Paper, Scissors
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students that being able to look at all possible outcomes of an event is important when it comes to analyzing the event. 5. Next discuss the Fundamental (Basic) Counting Principle. Show the students questions 3, 4, and 5 show this principle (multiply 3 times 3 to arrive at 9 possible outcomes, which is the same number of outcomes
[PDF File]Probabilistic Learning Classification using Naïve Bayes
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The total probability of all possible outcomes of a trial must always be 100%. Thus, if the trial has only 2 outcomes that cannot occur simultaneously, such as rain or shine, spam or not spam, then knowing the probability of either outcome reveals the probability of the other.
[PDF File]TI 83/84 Calculator The Basics of Statistical Functions
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___ Two possible outcomes ___ Constant probabilities Formulas µ = n · p √ q = 1 - p Using the Calculator To get the probability of a specific number: 2nd VARS binompdf (n, p, x) (which gives you the probability of getting exactly x successes in n trials, when p is the probability of success in 1 trial). 2.
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