In alphabetical order, the six most common last names in the United States are
Brown, Davis, Johnson, Jones, Smith, and Williams (The World Almanac, 2006).
Assume that a sample of 50 individuals with one of these last names provided
the following data.
\(\begin{array}{llll}\text { Brown } & \text { Williams } & \text { Williams }
& \text { Williams } & \text { Brown } \\ \text { Smith } & \text { Jones } &
\text { Smith } & \text { Johnson } & \text { Smith } \\ \text { Davis } &
\text { Smith } & \text { Brown } & \text { Williams } & \text { Johnson } \\\
\text { Johnson } & \text { Smith } & \text { Smith } & \text { Johnson } &
\text { Brown } \\ \text { Williams } & \text { Davis } & \text { Johnson } &
\text { Williams } & \text { Johnson } \\ \text { Williams } & \text {
Johnson } & \text { Jones } & \text { Smith } & \text { Brown } \\ \text {
Johnson } & \text { Smith } & \text { Smith } & \text { Brown } & \text {
Jones } \\ \text { Jones } & \text { Jones } & \text { Smith } & \text {
Smith } & \text { Davis } \\ \text { Davis } & \text { Jones } & \text {
Williams } & \text { Davis } & \text { Smith } \\ \text { Jones } & \text {
Johnson } & \text { Brown } & \text { Johnson } & \text { Davis }\end{array}\)
Summarize the data by constructing the following:
a. Relative and percent frequency distributions
b. A bar graph
c. A pie chart
d. Based on these data, what are the three most common last names?