Given a set of observations $x_{1}, x_{2}, \ldots, x_{n}$, we define their empirical cumulative distribution as the function whose values $F(x)$ equals the proportion of the observations less than or equal to $x$. Graph the empirical cumulative distribution for the 15 measurements of Exercise 2.3.

Data From Exercise 2.3

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2.3 Tests were conducted to measure the running temper- ature for engines (in F). A sample of 15 tests yielded the temperature values: 182 184 184 186 180 198 195 194 197 200 188 188 194 197 184 Construct a dot diagram.