Guinea pig survival times Here are the survival times in days of $72$guinea pigs after they were injected with infectious bacteria in a medical experiment.$52$ Survival times, whether of machines under stress or cancer patients after treatment, usually have distributions that are skewed to the right.

(a) Make a histogram of the data and describe its main features. Does it show the expected right-skew?

(b) Now make a boxplot of the data. Be sure to check for outliers.

The table is

A histogram is a graphing tool that is often used. It's used to summarise data that's either discrete or continuous and measured on an interval scale. It's commonly used to demonstrate the key aspects of data distribution in a user-friendly manner.

The graph is

The histogram is built from the above data, and it is also seen from the above histogram that the given set of data is favorably or right side skewed, implying that the median is the measure of central tendency. A histogram will convey a rough sense of the Skewness or shape, but two numerical measures of shape will provide precise data.

The graph is

From the above box plot, it is observed that,

1. The minimum: $43$

2. $Q1:82.5$

3. The median: $102.5$

4. $Q3:151.5$

5. The maximum: $598$

Outliners:

$(329380403511522548)$ are outliners.