Table 5.

Results of multilevel models for risk-taking attitude

Risk-taking attitudeModel AModel BModel C
EstimateEst (SE)t-testEst (SE)t-testEst (SE)t-test
SD residual0.910 0.814 0.794 
SD btw subs0.951 1.622Cor.
−0.88
1.174Cor.
–0.69
0.13–0.59
SD slope benefit  0.5450.469
SD slope perception    0.215
Intercept2.268 (0.337)6.734***2.212 (0.373)5.937***2.238 (0.330)6.790***
Risk perception−0.194 (0.067)−2.906**−0.109 (0.062)−1.751 (.)−0.111 (0.071)−1.584
Risk benefit0.384 (0.067)5.733***0.286 (0.106)2.715**0.281 (0.097)2.906**
Domain (F)−0.387 (0.368)−1.050−0.314 (0.340)−0.923−0.338 (0.337)−1.002
Gender (M)0.307 (0.479)0.6410.461 (0.524)0.8800.476 (0.466)1.021
Age0.026 (0.038)0.6880.007 (0.042)0.180−0.002 (0.037)−0.048
Age2−0.003 (0.004)−0.736−0.003 (0.004)−0.651−0.003 (0.004)−0.771
Benefit × domain (F)0.174 (0.076)2.305*0.206 (0.069)2.989**0.190 (0.068)2.795**
Domain (F) × gender (M)1.483 (0.540)2.747**1.232 (0.500)2.461*1.108 (0.495)2.241*
Gender (M) × Age20.010 (0.004)2.352*0.010 (0.005)2.167*0.010 (0.004)2.309*
Perception × domain (F) × gender (M)−0.246 (0.113)−2.177*−0.176 (0.105)−1.679 (.)−0.171 (0.103)−1.649 (.)
Benefit × Domain (F) × Gender (M)−0.368 (0.121)−3.054**−0.3011 (0.112)−2.689**−0.255 (0.110)−2.308*
Benefit × Domain (F) × Age2−0.002 (0.001)−1.934 (.)−0.0020 (0.0009)−2.122*−0.0018 (0.0009)−1.953 (.)
Perception × gender (M) × Age0.021 (0.009)2.436*0.012 (0.008)1.5090.009 (0.009)1.021
Benefit × Gender (M) × Age2−0.0031 (0.0010)−2.890**−0.0033 (0.0014)−2.311*−0.0029 (0.0013)−2.210*
Domain (F) × Gender (M) × Age2−0.016 (0.005)−3.049**−0.016 (0.005)−3.437***−0.016 (0.005)−3.402***
Perception × Domain (F) × Gender (M) × Age20.0023 (0.0011)2.078*0.0023 (0.0010)2.330*0.0025 (0.0010)2.483*
Benefit × Domain (F) × Gender (M) × Age20.0047 (0.0013)3.735***0.0045 (0.0011)3.927***0.0041 (0.0011)3.636***
R-squaredR2m = 0.147R2c = 0.592R2m = 0.139R2c = 0.666R2m = 0.129R2c = 0.679
Likelihood ratio testModA vs ModB: LRT(2) = 236.04***ModB vs ModC: LRT(3) = 39.014***
Notes:

N = 166; Domain (F) = financial domain; gender (M) = Gender male; (.) p < 0.10; *p < 0.05; **p < 0.01; ***p < 0.001

Source: Authors’ own work

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