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Write a set of data with at least 7 values that has a median of 54 and a mean of 57?
Wiki User
∙ 14y ago
54, 54, 54, 54, 54, 54, 54, 54, 54, 84
The median is clearly 54.
The mean is ((54*9)+84)/10 = 57.
Wiki User
∙ 14y ago
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What is the value in the data that is in the middle when all values are ordered from least to greatest?
It is the median
What is the middle number in a set data after the data is arranged from least to greatest?
The median value of a range of values.
Can the median be greater than the 1st quartile in a data set with 1000 values?
The median must be at least as great as the first quartile in any data set. Normally it would be greater.The median must be at least as great as the first quartile in any data set. Normally it would be greater.The median must be at least as great as the first quartile in any data set. Normally it would be greater.The median must be at least as great as the first quartile in any data set. Normally it would be greater.
The middle values in a data set?
Median
What are the middle values in a data set?
the median
What is the value in the data that is in the middle when all values are ordered from least to greatest?
It is the median
What is the middle number in a set data after the data is arranged from least to greatest?
The median value of a range of values.
Can the mean be smaller than the median for a set of data?
Yes. If the lower values tend to be farther below the median than the highest values are above the median, the mean is smaller than the median. why are write wrong
Can the median be greater than the 1st quartile in a data set with 1000 values?
The median must be at least as great as the first quartile in any data set. Normally it would be greater.The median must be at least as great as the first quartile in any data set. Normally it would be greater.The median must be at least as great as the first quartile in any data set. Normally it would be greater.The median must be at least as great as the first quartile in any data set. Normally it would be greater.
The middle values in a data set?
Median
What are the middle values in a data set?
the median
What is the middle value or average of the two middle values in a data set?
The middle value in a data set is the median. If there are an even number of values in the set, you average the middle two values to get the median.
Is the mean equal to the median in a data set consisting of 1000 values that are all different?
If a data set consists of 1000 different values can the mean and the median be the same
How do you find a median in a set of data?
The median is the middle number of any given set when they are in order, least to greatest. If there is an even number of values, the median is the average of the middle two. Ex. (10, 17, 20, 45, 68) The median is 20.
Does the median have to be arranged from least to greatest?
The most common definition of the median is that given a set of data values it is the middle value of the data set when it has been arranged in ascending order. So, while the median is the number in the middle of a data set. Sometimes there is no single number in the middle in which case we take the mean of the two middle numbers. Weather you order the values from smallest to largest or largest to smallest, the middle will still be the same, in spite of the common definition using ascending order. For example 1,2,5,6,8 The median is 5. If I write those numbers are 8,6,5,2,1 the 5 is still the middle number in the set. With an even number of data values, such as 1,2,4,6,8,11, the median is the mean of 4 and 6 which is 5. If I write that set from largest to smallest the median is the same. So the median is the middlemost number. In most math classes, students are told to arrange the numbers from smallest to largest, however, you can see that this really makes no difference.
Why it is useful to fiNd the meaN mediaN aNd mode of a set of data?
when there are extreme values in the data
What is the significance of the median value for a set of data?
It is halfway along the distribution of set values. There are as many members of the set with values smaller than the median as there are with values bigger than it.
