According to the USA Swimming association, the distribution of finishing time, in seconds, for a 50-yard Freestyle competition for girls 8 years and under is approximately bell-shaped with a mean of 41 seconds and a standard deviation of 5 seconds.
1. Natalie is a 7 year old girl that participated in a 50-yard Freestyle competition and her finishing time is 36 seconds. Based on the stated model, approximately, what percentage of the 50-yard Freestyle finishing times for girls 8 years and under are expected to be slower than Natalie?
95%
68%
32%
16%
84%
2.5%
5%
2. Find the value to complete the following statement:
The fastest 2.5% of female swimmers 8 years and under will complete
a 50-yard Freestyle competition in at most
_________ seconds, approximately.
26
31
36
41
46
51
56
We have given that
X: finishing time
1. Natalie's finishing time is 36 seconds.
Now we have to calculate
2. The fastest 2.5% of female swimmers 8 years and under will complete a 50-yard Freestyle competition in at most 31 seconds, approximately.
Since we have to calculate X using fastest 2.5% i.e. 0.025
According to the USA Swimming association, the distribution of finishing time, in seconds, for a 50-yard...
According to the USA Swimming association, the distribution of finishing time, in seconds, for a 50-yard Freestyle competition for girls 8 years and under is approximately bell-shaped with a mean of 41 seconds and a standard deviation of 5 seconds. 1. Which of the following graphical techniques would be better to help assess if a “bell-shaped” distribution is a reasonable model for the underlying population of such finishing times? Bar Chart Histogram Pie Chart Boxplot 2. Natalie is a 7...
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