Calculating Mean Absolute Deviation

Mean Absolute Deviation

Median Aligned Data

Mean Aligned Deviation

Mode Absolute Difference

Identify the highest and lowest values

Calculate the total sum of the data set

Find the average of the data set

Subtract the mean from each data point

Multiply each number by the total number of data points

Subtract the smallest value from the largest

Add all numbers and divide by 100

Divide the sum of all numbers by the count of numbers

To find the median more easily

To increase the deviation values

To simplify the calculation process

To avoid negative differences impacting the average

It increases the overall deviation value artificially

It simplifies the calculation by removing decimals

It prevents the influence of direction of deviation

It helps in identifying outliers

The median of the deviations

The total sum of all deviations

The average value of the data set

The non-negative difference from the mean

Team 1

Team 2

Team 3

Team 6

More consistency among team members

Greater disparity among amounts raised

Less consistency among team members

Higher overall fundraising total

The team had the fewest members

All team members contributed equally

There is a high variability in individual contributions

They raised the least amount of money

Team 3

Team 6

Team 5

Team 4