On average, 40 percent of U.S. beer drinkers order light beer and n=8. Construct the probability distribution (MINITAB, Excel or Appendix A), make a graph of its PDF and CDF, and describe its shape
Data: The probability that the U.S. beer drinkers order light beer is p=0.40
Let X be the number of light beer order by beer drinkers.
therfore,
### By using Excel command:
"=BINOMDIST(x,8,0.4,0)" we find the pmf for different value of x.
and
"=BINOMDIST(x,8,0.4,1)" we find the CDF for different value of x.
x=x | P(x=x) | P(X<=x) |
0 | 0.016796 | 0.016796 |
1 | 0.08958 | 0.106376 |
2 | 0.209019 | 0.315395 |
3 | 0.278692 | 0.594086 |
4 | 0.232243 | 0.82633 |
5 | 0.123863 | 0.950193 |
6 | 0.041288 | 0.99148 |
7 | 0.007864 | 0.999345 |
8 | 0.000655 | 1 |
### By using the excel Graph function we using insert--->graph---->scatter plot we plot the pmf and cdf
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