In a certain population, the mean price of the stock prices was 230, the median was 255, the variance was 1225, the first quartile was 240. and the third quartile was 270. Find the second quartile ?...

In a certain population, the mean price of the stock prices was 230, the median was 255, the<br>variance was 1225, the first quartile was 240. and the third quartile was 270.<br>Find the second quartile ?<br>What percentage of data values is less than or equal 270?<br>OApproximately 68%.<br>OApproximately 50%<br>OApproximately 75%<br>OApproximately 25%<br>OApproximately 95%<br>OApproximately 100%<br>What is the coefficient of variation?<br>018.78%<br>0532.61%<br>015.22%<br>0657.14%<br>O14.89%<br>Determine whether the data value 160 is an outlier or not ?<br>OYes.<br>ONo.<br>OCan't conclude.<br>

Extracted text: In a certain population, the mean price of the stock prices was 230, the median was 255, the variance was 1225, the first quartile was 240. and the third quartile was 270. Find the second quartile ? What percentage of data values is less than or equal 270? OApproximately 68%. OApproximately 50% OApproximately 75% OApproximately 25% OApproximately 95% OApproximately 100% What is the coefficient of variation? 018.78% 0532.61% 015.22% 0657.14% O14.89% Determine whether the data value 160 is an outlier or not ? OYes. ONo. OCan't conclude.

Jun 02, 2022

SOLUTION.PDF

In a certain population, the mean price of the stock prices was 230, the median was 255, the variance was 1225, the first quartile was 240. and the third quartile was 270. Find the second quartile ?...

Get Answer To This Question

Related Questions & Answers

Submit New Assignment