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What set of 3 numbers has the same mean as 12 222 16 17 13 and 28?
Wiki User
∙ 13y ago
The mean of 12, 222, 16, 17, 13, and 28 is (51 and 1/3).
There are an infinite number of 3-member sets of numbers
that have the same mean.
Here are a few:
1, 2, 151
2, 4, 148
4, 50, 100
5, 10, 139
8.792, 91.493, 53.715
12, 34, 108
20, 40, 94
50, 51, 53
Wiki User
∙ 13y ago
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Mean of a set of number?
Mean is the same as average. To get the mean of a set of numbers: First, you add up all the numbers. Second, you divide by the number of numbers in the set. Total of all the numbers/Number of numbers in the set
What set of seven numbers have the same mean median and mode?
seven (7,7,7,7,7,7,7)
What does Mean Median Mode and Range mean in?
Mean = average of a set of numbers Median = the middle number in a set, when the numbers are arranged from least to greatest Mode = the most frequently occurring number in a set Range = the difference of the greatest number in a set minus the least number in the same set.
How can you find the total number of numbers if you know their mean?
You cannot. Suppose the mean of a set of numbers is m. Now add the pair of numbers m-x and m+x to the set, where x is any number. The new, extended set will have the same mean as before but two more members.
What would happen to the mean of the following set of numbers if 24 was added to the set?
If 24 is smaller than the current mean, it would decrease. If 24 is greater than the current mean, it would increase. If 24 is the same as the current mean, it would stay the same. Letting us know what that set of numbers is would narrow down the answer.
Mean of a set of number?
Mean is the same as average. To get the mean of a set of numbers: First, you add up all the numbers. Second, you divide by the number of numbers in the set. Total of all the numbers/Number of numbers in the set
What is the mean of a set of data that contains numbers that are all the same?
Any one of the numbers is equal to the mean of the set.
Does the set of whole numbers is larger than the set of natural numbers?
If you mean larger by "the set of whole numbers strictly contains the set of natural numbers", then yes, but if you mean "the set of whole numbers has a larger cardinality (size) than the set of natural numbers", then no, they have the same size.
Average of numbers?
To find the average of a given set of numbers, total the numbers and divide that total by the number of members of the set.
Can there be more than one mean in a set of numbers?
No. But there can be more than one data point which has the same value as the mean for the set of numbers. Or there can be none that take the mean value.
Multiple values for the same set of numbers mean median or mode?
Any set of numbers can have only one mean and only one median but it can have as many modes as it has values.
What set of seven numbers have the same mean median and mode?
seven (7,7,7,7,7,7,7)
What does mean in math means?
The mean is the average of a set of numbers Mean/average = sum of the numbers in the set divided by the amount of numbers in the set
What does Mean Median Mode and Range mean in?
Mean = average of a set of numbers Median = the middle number in a set, when the numbers are arranged from least to greatest Mode = the most frequently occurring number in a set Range = the difference of the greatest number in a set minus the least number in the same set.
How can you find the total number of numbers if you know their mean?
You cannot. Suppose the mean of a set of numbers is m. Now add the pair of numbers m-x and m+x to the set, where x is any number. The new, extended set will have the same mean as before but two more members.
What is the mean a set of numbers?
The sum of the set of numbers divided by the amount of numbers.
What would happen to the mean of the following set of numbers if 24 was added to the set?
If 24 is smaller than the current mean, it would decrease. If 24 is greater than the current mean, it would increase. If 24 is the same as the current mean, it would stay the same. Letting us know what that set of numbers is would narrow down the answer.
