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Probability Distributions Table and Graphical Displays
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Probability Distributions - Definition
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Probability Distribution 123456 Probability
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Probability Distribution 123456 Probability
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Probability Distribution 123456 Probability Important Features: Must list all possible outcomes All outcomes must have a probability associated with them The probabilities must add up to exactly 1.
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Example Suppose that you are playing with a weighted die and after tossing several hundred times the following probability distribution summarizes the results 123456 Probability0.150.200.15 0.20
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Example 123456 Probability0.150.200.15 0.20
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Example 123456 Probability0.150.200.15 0.20
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Example 123456 Probability0.150.200.15 0.20
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Weighted Die 123456 Probability0.150.200.15 0.20
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Weighted Die 123456 Probability0.150.200.15 0.20
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Weighted Die 123456 Probability0.150.200.15 0.20
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Weighted Die 123456 Probability0.150.200.15 0.20
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Weighted Die 123456 Probability0.150.200.15 0.20
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Weighted Die 123456 Probability0.150.200.15 0.20
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Weighted Die 123456 Probability0.150.200.15 0.20
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Weighted Die 123456 Probability0.150.200.15 0.20
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Weighted Die 123456 Probability0.150.200.15 0.20
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Weighted Die 123456 Probability0.150.200.15 0.20
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Weighted Die Construct a graphical representation of the probability distribution Probability 10.15 20.20 30.15 4 5 60.20
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Weighted Die Construct a graphical representation of the probability distribution Probability 10.15 20.20 30.15 4 5 60.20
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Assignment 0123456+ 0.070.260.290.190.110.050.03
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Assignment Construct a probability distribution for the sum of tossing 2 fair dies. Give both the table version and a graphical display for the distribution. Start out by listing all possible outcomes and determining the sum.
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Assignment Construct a probability distribution for the sum of tossing 2 fair dies. Give both the table version and a graphical display for the distribution. Start out by listing all possible outcomes and determining the sum. 123456 123 23 3 4 5 6
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Assignment Construct a probability distribution for the sum of tossing 2 fair dies. Give both the table version and a graphical display for the distribution. Start out by listing all possible outcomes and determining the sum. 123456 123 23 3 4 5 6 Prob 21/36 32/36
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