|
|
Gender of household head |
Ethnicity |
Highest education in household |
Age of household head |
Household size |
| |
|
DC–Information |
†F = 10.178,
p = 0.002
df = 1;132 |
F = 0.958,
p = 0.329 |
‡K = 0.107,
p = 0.104 |
K = 0.052,
p = 0.382 |
K = 0.087,
p = 0.152 |
|
DC–Labor |
F = 12.446,
p = 0.001
df = 1;132 |
F = 0.430,
p = 0.513 |
K = 0.092,
p = 0.155 |
K = 0.114,
p = 0.054 |
K = 0.242,
p < 0.000 |
|
DC–Food |
F = 8.816,
p = 0.004
df = 1;132 |
F = 0.087,
p = 0.769 |
K = 0.052,
p = 0.420 |
K = 0.119,
p = 0.043 |
K = 0.243,
p < 0.000 |
|
DC–Money |
F = 13.601,
p < 0.000
df = 1;132 |
F = 0.188,
p = 0.665 |
K = 0.055,
p = 0.395 |
K = 0.060,
p = 0.308 |
K = 0.179,
p = 0.003 |
DC–Overall
|
F = 14.689,
p < 0.000
df = 1;132
|
F = 0.174,
p = 0.677
|
K = 0.081,
p = 0.203
|
K = 0.101,
p = 0.079
|
K = 0.224,
p < 0.000
|
|
B–Information |
F = 7.539,
p = 0.007
df = 1;132 |
F = 0.705,
p = 0.403 |
K = 0.087,
p = 0.193 |
K = 0.097,
p = 0.107 |
K = 0.189,
p = 0.002 |
|
B–Labor |
F = 12.223,
p = 0.001
df = 1;132 |
F = 0.156,
p = 0.694 |
K = 0.128,
p = 0.042 |
K = 0.117,
p = 0.042 |
K = 0.201,
p = 0.001 |
|
B–Food |
F = 4.866,
p = 0.029
df = 1;132 |
F = 0.267,
p = 0.607 |
K = 0.050,
p = 0.433 |
K = 0.176,
p = 0.002 |
K = 0.177,
p = 0.002 |
|
B–Money |
F = 14.181,
p < 0.000
df = 1;132 |
F = 0.281,
p = 0. 597 |
K = 0.066,
p = 0.303 |
K = 0.130,
p = 0.026 |
K = 0.103,
p = 0.082 |
|
B–Overall |
F = 15.003,
p < 0.000
df = 1;132 |
F = 0.252,
p = 0.616 |
K = 0.108,
p = 0.085 |
K = 0.182,
p = 0.001 |
K = 0.200,
p = 0.001 |
| |
Relationships significant at below the 0.1 level are bold.
†F = ANOVA test value, with first df value being numerator
and second being denominator
‡K = Kendall’s tau-b test
value
|
|