Solutions
3,2,2,2,1
2,4,4,4,6
4,8,8,8,12
For this problem I have a solution
Where you have 3 even integers
Of the same number In the centre. then for the outside, lets say you picked
222 you need 2 numbers that are two apart
That adds up to an integer which equals the next multiple of 10
1) Mode < Median < Mean
2) Mode < Mean < Median
3) Mean < mode < Median
4) Mean < Median < Mode
5) Median < Mode < Mean
6) Median < Mean < Mode
Not all of these can be satisfied by sets of five numbers! Can you explain why? Show that some of them can be satisfied with sets of just four numbers. Show that all of them can be satisfied with sets of six numbers.
Mode = Most Common
Median = Take the smallest away from the biggest
Mean = Add them all up and then divide
- 1,1,2,3,10
- 3,6,6,6,7