Which of the following represents common measures of central tendency?

The selection of mean, median, and mode as common measures of central tendency is accurate since these three statistics capture different aspects of a dataset's center.

Mean is calculated by taking the sum of all data values and dividing by the count of values, providing a measure that accounts for every data point in the dataset. The median represents the middle value when data points are ordered, effectively indicating the center of a data set, especially in the presence of outliers that might skew the mean. Mode, on the other hand, identifies the most frequently occurring value in a dataset, giving insight into the most common observation.

Together, they provide a comprehensive understanding of where the center of the data lies and how the values are distributed around that center. Each of these measures is valuable depending on the dataset's characteristics and the specific analysis being done. The other choices include measures that pertain to variability or distribution shape, making them unsuitable in this instance.