Reporting
By applying this formula to each factor the table can be
written as shown. Here it is particularly important to give the numbers of lambs
for each factor level so as to be able to gauge how approximate the S.E.D. is when applied to each level of a factor.
Same table of means but with standard errors of
differences between means
|
Parameter |
No.
|
Mean
|
|
Genotype |
|
|
Dorper (D) |
220 |
11.56 |
Red Maasai (R) |
181
|
10.51 |
RXD |
198 |
11.16 |
DXR |
101 |
11.04 |
Average S.E.D |
|
0.28 |
Year |
|
|
1991 |
144 |
12.73 |
1992 |
109 |
11.16 |
1993 |
168 |
11.63 |
1994 |
79 |
9.91 |
1995 |
107 |
9.53 |
1996 |
93 |
10.39 |
Average S.E.D. |
|
0.33 |
Sex |
|
|
Female |
323 |
10.84 |
Male |
377 |
11.32 |
Average
S.E.D. |
|
0.17 |
|
|