Use the table to answer the question.

Question

x-Value y-Value
1 23
5 27
7 32
11 35
15 39
17 43
Find the correlation coefficient of the data using technology (such as GeoGebra). Round your r-value to two decimal places, if necessary.

(1 point)
r=

Answer 1

To find the correlation coefficient \( r \) for the given data points, you can use computational tools like GeoGebra, Excel, or any scientific calculator that supports statistical functions. Here's how you can do it using GeoGebra or a similar tool:

1. Enter the data: Input the x-values and y-values into the software.
2. Calculate the correlation coefficient: Look for the function or command that calculates the correlation coefficient, often labeled \( r \) or "Correlation".

After performing these steps, you would find that the correlation coefficient \( r \) for the given dataset is approximately:

\( r \approx 0.99 \) (This value is based on a linear relationship observed in the data.)

Final Answer

\( r = 0.99 \)