Employee Name Years of Higher Education Current Salary

Joslyn Smith 6 $81,500
Heather Miller 2 $38,000
Marie Coolidge
Question
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
a clustered relationship

There is no relationship.
There is no relationship.

a negative correlation
a negative correlation

a positive correlation

a positive correlation

To determine the relationship between years of higher education and current salary, we need to analyze the data table provided.

Looking at the data, we can see that two employees' information is given - Joslyn Smith and Heather Miller. However, there is no information available for Marie Coolidge.

For Joslyn Smith:
- Years of Higher Education: 6
- Current Salary: $81,500

For Heather Miller:
- Years of Higher Education: 2
- Current Salary: $38,000

To understand the relationship between years of higher education and current salary, we can compare the values for Joslyn Smith and Heather Miller. Based on this limited information, we observe that as the number of years of higher education increases (from 2 to 6), the current salary also increases (from $38,000 to $81,500). This indicates a positive relationship or positive correlation between years of higher education and current salary.

Therefore, the answer to the question is:
- a positive correlation

However, since there is only data for two employees, we cannot make a conclusion about the relationship for all employees. It is important to have more data points to establish a more accurate assessment.

Based on the given data table, we can observe a positive correlation between years of higher education and current salary. This means that as the number of years of higher education increases, the current salary also tends to increase. Therefore, the correct answer is: a positive correlation.