TASK |
Pts. Possible |
Pts. Earned |
| PART I - Bivariate Data |
XXXXXX |
XXXXXX |
| Chart of data with explanation of where it came from |
3 |
|
| Cover sheet |
1 |
|
| Describe the sampling technique |
2 |
|
| Chart of data |
2 |
|
| Scatterplot |
2 |
|
| Least squares line equation |
2 |
|
| Correlation coefficient |
2 |
|
| Drawn regression line |
2 |
|
| Is correlation coefficient significant? Explain. |
2 |
|
| Is there a positive/negative correlation? Explain. |
2 |
|
| Physical interpretation of what the slope of the regression line means. |
3 |
|
| Does the line fit the data? Why or why not? |
4 |
|
| Are there any bivariate outliers? Show proof. |
3 |
|
| TOTAL Part 1 |
30 |
|
| |
|
|
| Part II - Univariate Data |
XXXXXXX |
XXXXXX |
| Frequency table |
4 |
|
| Average |
2 |
|
| Standard deviation |
2 |
|
| First quartile |
2 |
|
| Third quartile |
2 |
|
| 70th percentile |
2 |
|
| Value 2s above mean |
2 |
|
| Value 1.5s below mean |
2 |
|
| Histogram |
2 |
|
| Description of histogram |
2 |
|
| Are there any univariate outliers? Show proof. |
2 |
|
| Boxplot |
2 |
|
| Describe middle 50% of boxplot. |
2 |
|
| Discuss distribution of data. |
5 |
|
| TOTAL - Part II |
35 |
|
| Overall Presentation |
12 |
|
| TOTAL - Project 1 |
75 |
|
