The median rainfall during a spring storm in the lowlands is about 4 mm less than a spring storm in the highlands. The mean rainfall for the lowlands is about 3 mm less than for the highlands. Why is there a difference in the central measures for each data set?

Respuesta :

There is a difference because in the spring, there may be more days of rain, therefore that would increase the mean for the spring compared to the other days. 
aksnkj

The data represents mean and median rainfall in lowlands and highlands. The difference in central tendency is due to the region which we are dealing with and the season.

Given information:

The median rainfall during a spring storm in the lowlands is about 4 mm less than a spring storm in the highlands.

The mean rainfall for the lowlands is about 3 mm less than for the highlands.

Median and mean are the central tendency of the data set. Mean is simply the average value of the data while the median is the central value when the date is arranged in increasing order.

Here, the median rainfall is measured during a spring storm. So, during the storm, rainfall will be more and hence, the median value will be more.

In highlands, there is a possibility of heavy rain which creates a difference in the calculated value of men and median between lowlands and highlands.

Mean is simply the average of the data set. During spring, the rainfall will be more while during other days, the rainfall will be less. So, the mean rainfall is less than the median value.

Therefore, the difference in central tendency is due to the region which we are dealing with and the season.

For more details, refer to the link:

https://brainly.com/question/20373621