The monthly issues of the Journal of Finance are available on the Internet. The table below shows the number of times an issue was downloaded over the last33 months. Suppose that you wish to summarize the number of downloads with a frequency distribution.reate a frequency distribution.

$$\begin{array}{|rrrrrrrrrrr|} \hline 312 & 2,753 & 2,595 & 6,057 & 7,624 & 6,624 & 6,362 & 6,575 & 7,760 & 7,085 & 7,272 \\ 5,967 & 5,256 & 6,160 & 6,238 & 6,709 & 7,193 & 5,631 & 6,490 & 6,682 & 7,829 & 7,091 \\ 6,871 & 6,230 & 7,253 & 5,507 & 5,676 & 6,974 & 6,915 & 4,999 & 5,689 & 6,143 & 7,086 \\ \hline \end{array}$$

The monthly issues of the Journal of Finance are available on the Internet. The table below shows the number of times an issue was downloaded over the last33 months. Suppose that you wish to summarize the number of downloads with a frequency distribution .What quantity would you prefer for the lower limit of the initial class?

$$\begin{array}{|rrrrrrrrrrr|} \hline 312 & 2,753 & 2,595 & 6,057 & 7,624 & 6,624 & 6,362 & 6,575 & 7,760 & 7,085 & 7,272 \\ 5,967 & 5,256 & 6,160 & 6,238 & 6,709 & 7,193 & 5,631 & 6,490 & 6,682 & 7,829 & 7,091 \\ 6,871 & 6,230 & 7,253 & 5,507 & 5,676 & 6,974 & 6,915 & 4,999 & 5,689 & 6,143 & 7,086 \\ \hline \end{array}$$

The monthly issues of the Journal of Finance are available on the Internet. The table below shows the number of times an issue was downloaded over the last33 months. Suppose that you wish to summarize the number of downloads with a frequency distribution.What class interval would you recomend?

$$\begin{array}{|rrrrrrrrrrr|} \hline 312 & 2,753 & 2,595 & 6,057 & 7,624 & 6,624 & 6,362 & 6,575 & 7,760 & 7,085 & 7,272 \\ 5,967 & 5,256 & 6,160 & 6,238 & 6,709 & 7,193 & 5,631 & 6,490 & 6,682 & 7,829 & 7,091 \\ 6,871 & 6,230 & 7,253 & 5,507 & 5,676 & 6,974 & 6,915 & 4,999 & 5,689 & 6,143 & 7,086 \\ \hline \end{array}$$

The monthly issues of the Journal of Finance are available on the Internet. The table below shows the number of times an issue was downloaded over the last33 months. Suppose that you wish to summarize the number of downloads with a frequency distribution.How many classes would you propose?

$$\begin{array}{|rrrrrrrrrrr|} \hline 312 & 2,753 & 2,595 & 6,057 & 7,624 & 6,624 & 6,362 & 6,575 & 7,760 & 7,085 & 7,272 \\ 5,967 & 5,256 & 6,160 & 6,238 & 6,709 & 7,193 & 5,631 & 6,490 & 6,682 & 7,829 & 7,091 \\ 6,871 & 6,230 & 7,253 & 5,507 & 5,676 & 6,974 & 6,915 & 4,999 & 5,689 & 6,143 & 7,086 \\ \hline \end{array}$$

You are exploring the music in your iTunes library. The total play counts over the past year for the 27 songs on your “smart playlist” are shown below. Make a frequency distribution of the counts and describe its shape. It is often claimed that a small fraction of a person’s songs will account for most of their total plays. Does this seem to be the case here?

$$\begin{array}{|rrrrrrrrrr|} \hline 128 & 56 & 54 & 91 & 190 & 23 & 160 & 298 & 445 & 50 \\ 578 & 494 & 37 & 677 & 18 & 74 & 70 & 868 & 108 & 71 \\ 466 & 23 & 84 & 38 & 26 & 814 & 17 & & & \\ \hline \end{array}$$