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Question 1 of 30
A university is analyzing its student performance data to improve course offerings and student engagement. They have collected data on student grades, attendance, and participation in extracurricular activities. The university wants to determine the correlation between attendance rates and final grades. If the attendance rate is represented as $A$ and the final grade as $G$, and the correlation coefficient calculated is $r = 0.85$, what can be inferred about the relationship between attendance and final grades, and how should the university utilize this information to enhance student outcomes?
There is a strong positive correlation, indicating that higher attendance is associated with higher final grades, suggesting that the university should implement strategies to increase attendance.
The correlation is weak, suggesting that attendance does not significantly impact final grades, and no changes are necessary.
The correlation indicates that students with lower grades tend to attend more frequently, implying that attendance should be discouraged.
The correlation is negative, suggesting that as attendance increases, final grades decrease, indicating a need for intervention.

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