SOLUTION: The question is asking this: A wallet contains 4 bills with denominations of $1,$5,$10, and $20. You choose 2 of the 4 bills from the wallet at random and add the dollar amounts. W

Question 67886This question is from textbook Study Guide and Pratice workbook
: The question is asking this: A wallet contains 4 bills with denominations of $1,$5,$10, and $20. You choose 2 of the 4 bills from the wallet at random and add the dollar amounts. What is the sample space? How many outcomes are there? What is the probability of getting $15? What is the probability of getting $50? What is the probability of getting at least $25?? This question is from textbook Study Guide and Pratice workbook

Answer by stanbon(75887) (Show Source): You can put this solution on YOUR website!
The question is asking this: A wallet contains 4 bills with denominations of $1,$5,$10, and $20. You choose 2 of the 4 bills from the wallet at random and add the dollar amounts. What is the sample space? How many outcomes are there? What is the probability of getting $15? What is the probability of getting $50? What is the probability of getting at least $25??
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List the value of the combinations:
1+5=6
1+10=11
1+20=21
5+10=15
5+20=25
10+20=30
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The sample space is 6,11,21,15,25,30
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Count the outcomes = 6
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P(15)=1/6
P(50)=0
P(>=25)=2/6
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Cheers,
Stan H.
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