# Question

In 2002, the Anaheim Angels defeated the San Francisco Giants in the World Series 4 games to 3. The table below shows the inning-by-inning breakdown of runs by each team (3 indicates unnecessary last half of inning).

(a) Estimate (the mean runs per game).

(b) Use Excel's function =POISSON.DIST(x,mean,0) to fill in the P(X = x) column.

(c) Multiply P(X = x) by 121 to obtain the expected frequencies.

(d) Carry out the chi-square test at α = .05, combining classes as needed to enlarge expected frequencies.

(e) Explain how you obtained the degrees of freedom.

(f) Which cells show the largest contribution to the chi-square test statistic?

(g) Obtain the p-value using Excel's function = CHISQ.DIST.RT (x, degrees of freedom).

(h) Why is the Poisson distribution a poor t for baseball runs, even though it ts hockey goals pretty WorldSeries well?

(a) Estimate (the mean runs per game).

(b) Use Excel's function =POISSON.DIST(x,mean,0) to fill in the P(X = x) column.

(c) Multiply P(X = x) by 121 to obtain the expected frequencies.

(d) Carry out the chi-square test at α = .05, combining classes as needed to enlarge expected frequencies.

(e) Explain how you obtained the degrees of freedom.

(f) Which cells show the largest contribution to the chi-square test statistic?

(g) Obtain the p-value using Excel's function = CHISQ.DIST.RT (x, degrees of freedom).

(h) Why is the Poisson distribution a poor t for baseball runs, even though it ts hockey goals pretty WorldSeries well?

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