Utilize pandas data frames to efficiently perform vector operations and accurately plot a best-fit line for data predictions. Learn how structured data analysis can refine predictive accuracy, even with limited datasets.
Key Insights
- Create a pandas data frame named concessions data frame by passing a dictionary containing columns for attendance and concessions data to streamline vector operations.
- Employ a pandas data frame to successfully calculate and visualize a best-fit line, enabling accurate predictions even with data outliers.
- Demonstrate the effectiveness of structured data analysis using pandas, emphasizing the potential for improved predictive accuracy by expanding from limited datasets (e.g., attendance figures around 27,000 to 28,000) to larger datasets later in the course.
Note: These materials offer prospective students a preview of how our classes are structured. Students enrolled in this course will receive access to the full set of materials, including video lectures, project-based assignments, and instructor feedback.
Let's use a data frame to make more complex calculations here, to do a vector operation on these values. So I'm going to call it concessions data frame, and it will be the result of using pandas to make a data frame. We're going to pass the data frame a dictionary with our values.
So the first key will be attendance. That will be the name of our first column, and the value of that column will be the attendance list. Then we'll make another key that will be concessions, and the value of that will be our concessions Python list.
Now what we can do is we can do those same vector operations, operating on every single column, by replacing this attendance with our concessions data frame attendance. Let's see if this fixes our issue. Ah, looking good.
There we are. Thanks, pandas. So this line is our best fit line.
And again, there are still some outliers, but if we are given a value like, you know, this one, you know, 27,000, maybe 28,000, probably more like, we could say, hey, it's likely to be right around here, because this line should be fairly predictive. It would be more, of course, if we had even more data. And we'll do that later in this course.
We'll have quite a lot of data. Let's see how this prediction works.