You calculate a correlation and obtain a value of 132 From t
You calculate a correlation and obtain a value of –1.32. From this you know that
The correlation is very strong.
As scores on one variable go down, scores on the other variable go up.
As scores on one variable go down, scores on the other variable also go down.
You have made a calculation error.
| a. | The correlation is very strong. | |
| b. | As scores on one variable go down, scores on the other variable go up. | |
| c. | As scores on one variable go down, scores on the other variable also go down. | |
| d. | You have made a calculation error. | 
Solution
Answer to the question)
if the correlation value obtained is -1.32 , we for sure know that
the calculation is incorrect , because the correlation coeffiicient r lies between -1 and +1. The value -1.32 > +1 , which is not possible . This could only mean that the value is incorrectly calculated
Thus the correct answer choice is: d - You made a calculation error

