![Home](http://my.ilstu.edu/~oakman/dataanalysis/_derived/home_cmp_copy-of-blank010_hbtn.gif)
![Up](http://my.ilstu.edu/~oakman/dataanalysis/_derived/up_cmp_copy-of-blank010_hbtn.gif)
![Ordinal or Numerical](http://my.ilstu.edu/~oakman/dataanalysis/_derived/new_page_3.htm_cmp_copy-of-blank010_hbtn_p.gif)
![Nominal Measures](http://my.ilstu.edu/~oakman/dataanalysis/_derived/nominal.htm_cmp_copy-of-blank010_hbtn.gif)
With ordinal and numerical data, there may be multiple groups whose descriptive statistics are being compared to some hypothesized value or to each other.
![1 Group](http://my.ilstu.edu/~oakman/dataanalysis/_derived/1_group.htm_cmp_copy-of-blank010_hbtn.gif)
![2 Groups](http://my.ilstu.edu/~oakman/dataanalysis/_derived/2_groups.htm_cmp_copy-of-blank010_hbtn.gif)
![3 or More Groups](http://my.ilstu.edu/~oakman/dataanalysis/_derived/3_+_groups.htm_cmp_copy-of-blank010_hbtn.gif)
![]() | 1 Group In the case of only one group, the sample must be compared to some hypothesized value. |
![]() | 2 Groups Two groups compare the properties of two populations. |
![]() | 3 or More Groups Comparing three samples allows the researcher to determine whether one group is significantly different from the rest. |