iQ11 Below are four descriptions of a relationship between t
iQ11
Below are four descriptions of a relationship between two variables.
For each description select the value of the correlation coefficient out of the options provided that best matches it.
Choose one:
+0.97
+0.09
-1.00
+1.00
-0.66
+0.66
-0.97
Choose one:
+0.97
+0.09
-1.00
+1.00
-0.66
+0.66
-0.97
Choose one:
+0.97
+0.09
-1.00
+1.00
-0.66
+0.66
-0.97
Choose one:
+0.97
+0.09
-1.00
+1.00
-0.66
+0.66
-0.97
| An exact negative linear relationship. | Choose one: +0.97 +0.09 -1.00 +1.00 -0.66 +0.66 -0.97 |
| A very strong positive (but not exact) relationship, which is approximately linear. | Choose one: +0.97 +0.09 -1.00 +1.00 -0.66 +0.66 -0.97 |
| No obvious relationship. | Choose one: +0.97 +0.09 -1.00 +1.00 -0.66 +0.66 -0.97 |
| An obvious negative linear relationship about which the points are quite widely scattered. | Choose one: +0.97 +0.09 -1.00 +1.00 -0.66 +0.66 -0.97 |
Solution
An exact negative linear relationship. is -1.00. This is because - shows negative relationship and 1.00 is the magnitude which shows perfect/exact relationship.
A very strong positive (but not exact) relationship, which is approximately linear. is +0.97. Since the sign is +, the reltionship is positive. A magnitude of 0.97, which is very close to 1.00 gives a very strong, approximately linear relationship.
No obvious relationship.is +0.09. A low magnitude of 0.09, closer to 0, shows no obvious relationship.
An obvious negative linear relationship about which the points are quite widely scattered. is -0.66. Since the sign is -, the relationship is negative, A magnitude of 0.66 which is neither very high or very low, shows that points are widely scattered.


