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What is the mode of 2 4 5 2 1 2 5?
The mode of a group of numbers is the most frequently occurring number in the group. In the listed group, the numbers 1 and 4 appear once each, the number 5 appears twice, and the number 2 appears 3 times - thus the mode of the group is 2.
Is mean and mode ever the same?
No mean is the average of a group if data and mode is the number that occurs the most in a group of data
What does a mode of a number mean?
You can't find the mode of a single number...but you can find the mode of a group of numbers The mode is the value with the highest frequency...that is, the value which appears the most often
In a group of data the number that occurs most frequently is the?
Mode.
How do you figure out a mode?
it is the number that appears the most in a group of numbers.
What is the mode of 75 85?
Ther is no mode, mode is the number within a group of numbers that appears the most. The answer would be N/A, (Not Applicalble)
What is the number that occurs most often in a group of numbers?
That is referred to as the "mode".
What is the most common number of group of numbers?
It is called the mode. An easy way to remember it is: most common-mode.
Why is there a difference between mean and mode?
mode is the number that occurs the most and to find the mean/average, add all numbers, then divid that number by the number of numbers there were in your group of numbers.
What does mode value mean?
I'm assuming that you mean in a mathematical or statistical way. Mode is the number that occurs most often in a group of numbers. for example if you have a group of numbers 1,2,3,3,4,5,6 then 3 would be the mode because it occurs twice.
How do you do mean and mode in maths?
Mean is the average of all the numbers in the group. Just add them all together and divide by the number of numbers. The mode is the number that shows up the most.
What is mode and range?
for math:mode is the most common number in a series/group of numbersrange is what you get when you take the biggest number and subtract the smallest number
