91影视

The data values in the Indiana distribution range from $\$0$ to around $\$160,000$ The left-most dot corresponds to $\$0$, whereas the right-most dot corresponds to around $\$160,000$ as illustrated in the dot plot.

The data values in the New Jersey distribution vary from about $\$5000$ to about $\$165,000$ dollars. The left-most dot corresponds to approximately $\$5,000,$ while the right-most dot corresponds to approximately $\$165,000,$ as illustrated in the dot plot.

Now,

The range is defined as the difference between the largest and smallest data values.

For Indiana:

$Range=max.鈭�min.=\$160,000鈭�\$0=\$160,000$

For New Jersey:

$Range=max.鈭�min.=\$165,000鈭�\$5,000=\$160,000$

Note that

For both the distributions, the range is approx. $\$160,000$

Thus,

The two distributions have approx. equal ranges.

Because there is just one point that is separated by a considerable gap from the other dots, the Indiana distribution has only one outliner (about $\$160,000$).

Although the New Jersey distribution appears to have more outliners because there are a lot more dots in the tail to the right of the majority of dots between $\$0$and $\$80,000$

Then

The standard deviation $\left(蟽\right)$for the New Jersey sample will be higher because the distribution has a lot more unusually large values, and the standard deviation$\left(蟽\right)$ is influenced by unusually large (or small) values.