5) Find the mean, median and mode of the following set of data: 1000, 5100, 5025, 1,
100, 3275, 3275, 5, 10,000, 1250

The mode is 3275

The median is 2,262.5

The mean is 2,903.1

Step-by-step explanation:

To find the mode you have to look at which number is the most frequent value. This leaves 3275 as the mode because it is the most frequent value.

To find the median value is the middle value. You must put all the numbers in number order from least to greatest. In this case there is an even amount of numbers. Therefore there are two numbers in the middle. To find the median is this cause you would add the two numbers and divide by 2. The problem is 1250+3275= 4525 then you divide that by 2, 4525/2= 2,262.5

To find the mean you add up all the values to find the total. 1+5+100+1,000+1,250+3,275+3,275+5,025+

5,100+10,000= 29,031

You then divide the total by the amount of numbers there are, in this case there are 10 numbers. Therefore you do 29,031/10= 2,903.1

Hope this helped!

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