A new Star Wars movie opens at the theater, and a researcher goes to the Poughkeepsie Galleria and randomly selects movie-goers (we can dream, can't we?). The researcher asks each randomly selected movie-goer if they are seeing the new Star Wars movie or if they are seeing something else at the theater. The researcher wants to know if fewer than 40% of all movie goers are there to see Star Wars that night.The researcher's sample of 55 randomly selected movie-goers finds that 18 of them (32.7%) are there to see the new Star Wars movie.

https://www.rossmanchance.com/applets/2021/oneprop/OneProp.htm?hideExtras=1

1. Use the One Proportion applet to create a null distribution and find a p-value. Paste ascreenshot as part of your solution that shows the null distribution, the p-value, and everything you entered in the applet.
2. State the strength of evidence against the null hypothesis based on the p-value and interpret the p-value in this context (i.e., the probability of what, assuming what?).
3. Calculate the standardized statistic (show your work) and give the correct symbol for this value. State the strength of evidence against the null hypothesis based on the standardized statistic.
4. Interpret the standardized statistic.
5. State a conclusion about the research question