If there is no repeated numbers there is simply no mode. If there is two numbers that are the same, (example: 3,3) then that will be your mode. (Data: 3,3 Mode:3)
They could all be the same number, e.g. 55555 (mean=median=mode=5) or they could be three numbers the same, with an equal space between the first two and the last two, e.g. 24446 (mean=median=mode=4). For the mode to be well-defined, some of the numbers have to be the same.
The same as with any other quantity of numbers. To get the median of an even number of numbers, you average the middle two numbers.
If no two numbers are alike, then there is no mode. The mode is none.
The distribution is bi-modal. That is to say both the numbers are modes.
there is no mode if no two answers are the same.
If there is no repeated numbers there is simply no mode. If there is two numbers that are the same, (example: 3,3) then that will be your mode. (Data: 3,3 Mode:3)
(10,10,30,30,30,50,50) (20,20,30,30,30,40,40) These two sets have the same mean, median and mode.
Yes you can.2 same numbers
They could all be the same number, e.g. 55555 (mean=median=mode=5) or they could be three numbers the same, with an equal space between the first two and the last two, e.g. 24446 (mean=median=mode=4). For the mode to be well-defined, some of the numbers have to be the same.
Then there is no mode
The same as with any other quantity of numbers. To get the median of an even number of numbers, you average the middle two numbers.
If no two numbers are alike, then there is no mode. The mode is none.
The distribution is bi-modal. That is to say both the numbers are modes.
The median and mode of any number is the same number. The mode of 5 is 5, as is the median of 5. In other words, you need two or more numbers to determine the median and mode of those numbers.
The mean is adding up all numbers and dividing it by the amount of numbers there is. The mode is the most common number of which it would be all numbers
Then you dont have a mode because there is two mode and we cannot add them or divide them. Because they are already use in other situation.