Table 5 Moderating effects of FCW... | Emerald Publishing

Table 5

Moderating effects of FCW information on $L g ({\bar{T T C}}_{t_{0} + Δ t}$ ⁠) and $L g ({\bar{T H}}_{t_{0} + Δ t}$ ⁠)

Independent variables	Model 1 (⁠ $L g ({\bar{T T C}}_{t_{0} + Δ t})$ ⁠): F = 5.833; p < 0.001		Model 2 (⁠ $L g ({\bar{T H}}_{t_{0} + Δ t})$ ⁠): F = 7.741; p < 0.001
Independent variables	B	p	B	p
Age	−0.145	0.220	−0.085	0.513
Driving experience	0.073	0.538	0.105	0.42
Gender	−0.019	0.629	−0.096	0.03
${Min a}_{t_{0} - Δt}^{LV}$	0.130	0.036
FCW information	0.132	0.095
$M i n a_{t_{0} - Δ t}^{L V}$ * FCW information	0.111	0.047
${\bar{TH}}_{t_{0} - Δt}$			0.346	0.000
FCW information			0.041	0.639
${\bar{T H}}_{t_{0} - Δ t}$ * FCW information			−0.133	0.040

Independent variables	Model 1 ( $L g ({\bar{T T C}}_{t_{0} + Δ t})$ ): F = 5.833; p < 0.001		Model 2 ( $L g ({\bar{T H}}_{t_{0} + Δ t})$ ):F = 7.741; p < 0.001
Independent variables	B	p	B	p
Age	−0.145	0.220	−0.085	0.513
Driving experience	0.073	0.538	0.105	0.42
Gender	−0.019	0.629	−0.096	0.03
${Min a}_{t_{0} - Δt}^{LV}$	0.130	0.036
FCW information	0.132	0.095
$M i n a_{t_{0} - Δ t}^{L V}$ * FCW information	0.111	0.047
${\bar{TH}}_{t_{0} - Δt}$			0.346	0.000
FCW information			0.041	0.639
${\bar{T H}}_{t_{0} - Δ t}$ * FCW information			−0.133	0.040