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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.
What must the scale of a graph include?
Intervals and units of measurement
What is the median number of 481059?
The median of only one number is itself so the answer must be 481059.The median of only one number is itself so the answer must be 481059.The median of only one number is itself so the answer must be 481059.The median of only one number is itself so the answer must be 481059.
What numbers have a mean of 5 a median of -1 and the range of 6?
It is easy to prove that such a set of numbers cannot exist. If the median is -1 and the mean is different from the median, then there must be at least one number that is less than or equal to -1. Then, if the range is 6, the largest number can only be 5. If the largest number is 5 and the mean is 5, then all the numbers must be 5. That is not possible because there is at least one that is -1 or smaller.
Can numerical data have a range median or mode?
Yes. They must have a range and median. They may or may not have a mode.
