The table shows Bobby's number of hits for his entire baseball season. How much greater is the probability that Bobby hit a single or double compared to a triple or homerun? Result Number of Times Singles 41 Doubles 13 Triples 14 Homeruns 7 Hint: Work a simpler problem first by finding the Probability (Single or double), then find the Probability ( triple or homerun).

A First Course in Probability (10th Edition)
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Chapter1: Combinatorial Analysis
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Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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The table shows Bobby's number of hits for his entire baseball season. How much greater is the probability that Bobby hit a single or double compared to a
triple or homerun?
Result
Number of Times
Singles
41
Doubles
13
Triples
14
Homeruns
Hint: Work a simpler problem first by finding the Probability (Single or double), then find the Probability ( triple or homerun).
9.
25
11
25
25
Transcribed Image Text:The table shows Bobby's number of hits for his entire baseball season. How much greater is the probability that Bobby hit a single or double compared to a triple or homerun? Result Number of Times Singles 41 Doubles 13 Triples 14 Homeruns Hint: Work a simpler problem first by finding the Probability (Single or double), then find the Probability ( triple or homerun). 9. 25 11 25 25
Expert Solution
Step 1

The total number of hits=41+13+14+7=75So, P(Single or double)=n(Single or double)n(total)=41+1375=5475P(triple or homerun)=n(triple or homerun)n(total)=14+775=2175

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