The accepted density of the sugar solution is 1.392 g/mL . Based on the average value of each data set, rank the data sets in decreasing order of accuracy.
incomplete question.
To rank the data sets in decreasing order of accuracy, we need to consider the average value of each data set. The data set with the average closest to the accepted density of 1.392 g/mL would be considered more accurate.
Here are the steps to determine the accuracy rankings:
1. Calculate the average value for each data set by finding the mean of the values in each set.
2. Subtract the accepted density from the average value of each data set. The absolute value of the difference will give us the deviation from the accepted value.
3. Compare the deviations for each data set. The set with the smallest deviation (i.e., closest to zero) will be considered the most accurate.
4. Rank the data sets based on their deviations. The data set with the smallest deviation should be ranked first, followed by the data set with the second smallest deviation, and so on.
By following these steps, you can determine the accuracy rankings of the given data sets.