Beck Campbell
09/25/2024 · Middle School
Question \( 1[15] \) 1.1 Define a mutually exclusive event and an independent event 1.2 In the game of scraps, the "shooter" wins on the first roll of a pair of dice if the sum of the dice is 7 or 11. Calculate the probability that the shooter wins on the first roll. 1.3 Consider the table given below which gives the proportion of a group of high school students in different categories of performance in Mathematic and Biology education.
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1.1 A mutually exclusive event cannot happen at the same time as another event. An independent event does not affect the probability of another event.
1.2 The probability of the shooter winning on the first roll in the game of scraps is \( \frac{2}{9} \).
1.3 Cannot calculate probability without table data.
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