In the experiment, parked cars were approached by either an expensive car or a cheap one. The approaching car waited for the spot, and while waiting either honked once or did not honk at all.
Questions to Address:
Does a driver take longer to leave his/her spot if he/she is honked at by the waiting car?
We’ll use:
How is a male driver’s time to leave affected by the status of the waiting car? How is a female’s time affected? Are the two sexes affected the same way?
We’ll use:
Numerical Method: Favorite Statistics
Graphical Method: Density Plot
The resulting cross table should indicate which sex is more predispoed to being honked at.
## horn
## sex no_horn yes_horn
## female 38 46
## male 39 33
We can also examine the relationship between these two variables using row percents.
## horn
## sex no_horn yes_horn Total
## female 45.24 54.76 100.00
## male 54.17 45.83 100.00
The row percent shows us that 54.17% of males and 45.24% of females were not honked at, while 45.83% of males and 54.76% of females were honked at. This also shows that females might be honked more then males because they tend to take longer to back out. The table addresses the question by showing which sex is more likely to be honked at considering who took longer to back out.
Now, lets examine the same relationship while also observing what affect being honked at had on a sex’s time. We will use a box and whisker plot.
The box and wisker plot shows that there is a slight difference in the time it took an individual to back out of their parking spot when the driver was being honked at. The graph adresses the question by showing if the driver got honked at or not and how the individual’s time was affected. En Masse, if the driver was honked at, it slightly lengthened the time it took the individual to back out of their parking space.
## sex min Q1 median Q3 max mean sd n missing
## 1 female 17.49 27.2775 35.515 44.605 96.42 38.87488 17.37221 84 0
## 2 male 11.24 21.2175 26.775 43.520 94.03 34.73194 19.07590 72 0
The favorite statistic shows in the tables that the females on average take longer to back out of the parking space than males. It addresses the question by showing females take longer than males.
The density plot illustrates that females take longer than males, though there is not an overwhelming gap between the two sexes. Females tend to take 60 seconds or make to back out of a parking spot. This is considerably longer than their male counterparts. This graph addresses the question that, while males and women may be affected in the same way, females differ from males in the time it takes them to back out of a parking space.
Theories:
One possible conclusion drawn from the preceding data: Woman who are honked at will take the most time to back out of a parking space.
There are several theories that might be founded on this data, but one might be that women who are honked at are more predisposed to vindictiveness when rushed.
However, it might also be theorized that women simply take longer to leave due to a variety of causes, including the possesion of a purse, the possession of many bags, etc.
“Territorial Defense in Parking Lots: Retaliation Against Waiting Drivers” is the original study from which the precedent information was drawn.
Firstly, we will compare the mean of the two groups (honked at and not honked at) to discern any difference that may have occured between them in time:
## diffmean
## 12.27336
From this data, we can conclude that there was a significant difference in the time taken to back out of a paring space between the two groups.
## diffmean
## 2.712811
The reuslting mean is now significantly lower than the first. To ensure that this pattern is continuous, though, we must run this code several times over.
Prior to the experiment, the researchers placed subjects into two separate groups depending on whether they would be honked at or not, so that they could easily keep track of all of their data. The establishment of these groups caused a fluctuation of the data, which ultimately corrupted their conclusions.
What we have done with the preceding data has eliminated chance variation within the experiment.