Examine the data table, which shows a list of employees at a company, how many years of higher education they have, and their current salary. Use this table to answer the question.
Assuming that the data for all employees follows the same pattern, which kind of relationship is there between years of higher education and current salary?
(1 point)
Responses
a clustered relationship
There is no relationship.
a negative correlation
a positive correlation
To answer this question, we need to examine the data table. However, the data table is missing from the provided information, so we cannot determine the kind of relationship between years of higher education and current salary.
To determine the kind of relationship between years of higher education and current salary, you would need to examine the data table and observe if there is a pattern of change between the two variables.
If there is no consistent pattern or trend visible in the data, it would indicate that there is no relationship between years of higher education and current salary. This would be the answer: "There is no relationship."
However, if there is a clear pattern where as years of higher education increase, the current salary also tends to increase, then it would suggest a positive correlation. This would be the answer: "a positive correlation."
On the other hand, if the data shows a pattern where as years of higher education increase, the current salary tends to decrease, it would indicate a negative correlation. This would be the answer: "a negative correlation."
Without examining the data table provided, it is not possible to determine the exact relationship between years of higher education and current salary.
To determine the relationship between years of higher education and current salary, we need to examine the data table provided. Look for patterns that show how increasing years of higher education relate to changes in current salary.
Start by examining the data points in the table. Sort the table by the years of higher education column in ascending order. Then, observe how the corresponding current salaries change as the years of higher education increase.
If you notice that as the years of higher education increase, the corresponding current salaries also consistently increase, this indicates a positive correlation. This means that there is a direct relationship between years of higher education and current salary, where employees with higher levels of education tend to have higher salaries.
On the other hand, if you observe that as the years of higher education increase, the corresponding current salaries consistently decrease, this indicates a negative correlation. This means that there is an inverse relationship between years of higher education and current salary, where employees with higher levels of education tend to have lower salaries.
If you do not notice any clear patterns or trends between the years of higher education and current salary, this suggests that there is no relationship between the two variables.
Once you have analyzed the data in the table using the steps above, you will be able to determine the kind of relationship (positive correlation, negative correlation, no relationship) between years of higher education and current salary.