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There are 9 cherry cokes, 3 diet cokes, and 4 coke zeros in a cooler. Selecting a drink and getting a cherry coke, then a coke zero, without replacement makes this probability i…

There are 9 cherry cokes, 3 diet cokes, and 4 coke zeros in a cooler. Selecting a drink and getting a cherry coke, then a coke zero, without replacement makes this probability i…
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2 votes
There are 9 cherry cokes, 3 diet cokes, and 4 coke zeros in a cooler. Selecting a drink and getting a cherry coke, then a coke zero, without replacement makes this probability independent or dependent?

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User CleoR
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7.9k points

2 Answers

7 votes
It is dependent since the probability changes when the first soda is taken out of the cooler
answered
User Edezzie
by
9.3k points
3 votes
It is dependent, since the probability changes when the first soda is taken out.
answered
User Suhit Patil
by
8.5k points
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