4. The correlation coefficient for weed growth in a lake and temperature was found to be 0.915. The scatter plot for the data would have an array of dots with no discernible pattern to them dots...


Mathematics of Data Management, Analyzing One and Two Variable Data


4. The correlation coefficient for weed growth in a lake and temperature was found to be<br>0.915. The scatter plot for the data would have<br>an array of dots with no discernible pattern to them<br>dots clustered around a line sloping upward to the left<br>dots tightly clustered around a line sloping upward to the right<br>a cluster of dots in the middle of the graph<br>а.<br>b.<br>с.<br>d.<br>

Extracted text: 4. The correlation coefficient for weed growth in a lake and temperature was found to be 0.915. The scatter plot for the data would have an array of dots with no discernible pattern to them dots clustered around a line sloping upward to the left dots tightly clustered around a line sloping upward to the right a cluster of dots in the middle of the graph а. b. с. d.

Jun 09, 2022
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