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Question
the following table displays a frequency distribution for the number of crew members on each shuttle mission over a 10 - year period. let x denote the crew size on a randomly selected shuttle from this time period.
Step1: Identify possible values of \(X\)
From the table, the crew - size values are \(2,3,4,5,6\). So the possible values of the random variable \(X\) (where \(X\) represents the crew size) are the distinct crew - size numbers in the table.
Step2: Represent the event using random - variable notation
The event that the shuttle mission obtained has a crew size of \(5\) is written as \(X = 5\) (since \(X\) is the random variable representing crew size).
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a. \(2,3,4,5,6\)
b. \(X = 5\)