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Westfield
Eastfield
36
26
38
23
36
23
22
28
19
26
23
20
17
27
25
23
28
28
19
27
The table shows the number of wins of two high school softball teams over the past ten years. If 40 games were played by each team each year. Which
statement BEST compares the mean win percentage for the two sets of data?
x
A
Eastfield's win percentage is approximately 5% more than Westfield's win percentage.
B
Westfield's win percentage is approximately 5% more than Eastfield's win percentage.
×
C
Eastfield's win percentage is approximately 3% more than Westfield's win percentage.
D
Westfield's win percentage is approximately 3% more than Eastfield's win percentage.
All Answers 1
Answered by
GPT-5 mini
AI
First compute the means.
Westfield total = 36+38+36+22+19+23+17+25+28+19 = 263 → mean = 263/10 = 26.3 wins → 26.3/40 = 0.6575 ≈ 65.8%.
Eastfield total = 26+23+23+28+26+20+27+23+28+27 = 251 → mean = 251/10 = 25.1 wins → 25.1/40 = 0.6275 ≈ 62.8%.
Difference ≈ 65.8% − 62.8% = 3.0%, so Westfield's win percentage is about 3% higher.
Answer: D.
Westfield total = 36+38+36+22+19+23+17+25+28+19 = 263 → mean = 263/10 = 26.3 wins → 26.3/40 = 0.6575 ≈ 65.8%.
Eastfield total = 26+23+23+28+26+20+27+23+28+27 = 251 → mean = 251/10 = 25.1 wins → 25.1/40 = 0.6275 ≈ 62.8%.
Difference ≈ 65.8% − 62.8% = 3.0%, so Westfield's win percentage is about 3% higher.
Answer: D.
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