2) The speeds of a random sample of 100 cars are recorded as they pass a highway checkpoint. The results are summarized in the frequency distribution below. Approximate the sample mean. Speed (mph)...


2) The speeds of a random sample of 100 cars are recorded as they pass a highway<br>checkpoint. The results are summarized in the frequency distribution below.<br>Approximate the sample mean.<br>Speed (mph) Cars<br>30–39<br>3<br>40-49<br>17<br>50-59<br>50<br>60-69<br>20<br>70-79<br>10<br>Suppose your hypothesis is H, = 55. Calculate withing a confidence level of 5% if this is reasonable.<br>Secondly give an approximate interval of a 5% confidence level.<br>Note: Recall the following:<br>X is the sample statistic taken from the data on the table.<br>E (xi-E(X)]?<br>s“ or the sample deviation is calculated by<br>п-1<br>Note that the standard deviation of the statistic Oỹ<br>

Extracted text: 2) The speeds of a random sample of 100 cars are recorded as they pass a highway checkpoint. The results are summarized in the frequency distribution below. Approximate the sample mean. Speed (mph) Cars 30–39 3 40-49 17 50-59 50 60-69 20 70-79 10 Suppose your hypothesis is H, = 55. Calculate withing a confidence level of 5% if this is reasonable. Secondly give an approximate interval of a 5% confidence level. Note: Recall the following: X is the sample statistic taken from the data on the table. E (xi-E(X)]? s“ or the sample deviation is calculated by п-1 Note that the standard deviation of the statistic Oỹ

Jun 10, 2022
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