Table 5.

Predicted Probabilities of Health Behavior Changes From Logistic Regression Models.

	A						B				C
	Hypertensive subsample						Smokers subsample				Inactive subsample
	Antihypertensive medication use						Smoking cessation				Initiate physical activity
	Women	SE	Men	SE	Women – Men	SE	Women	SE	Men	SE	Women	SE	Men	SE
Two-way interaction: Education × Gender
Less than high school	0.779	(0.02)	0.762	(0.02)
High school	0.851	(0.01)	0.765	(0.02)
Some college	0.857	(0.02)	0.779	(0.02)
Bachelor’s degree	0.833	(0.02)	0.799	(0.02)
Difference: women – men
Less than high school					0.02	(0.03)
High school					0.09	(0.02)
Some college					0.08	(0.03)
Bachelor’s degree					0.03	(0.03)
Three-way interaction: education × gender × hypertension diagnosis
New hypertension diagnosis
Less than high school							0.14	(0.03)	0.20	(0.03)	0.22	(0.03)	0.29	(0.03)
High school							0.19	(0.03)	0.22	(0.03)	0.21	(0.02)	0.27	(0.03)
Some college							0.23	(0.04)	0.25	(0.05)	0.22	(0.03)	0.28	(0.04)
Bachelor’s degree							0.33	(0.07)	0.24	(0.06)	0.31	(0.03)	0.27	(0.03)
No new hypertension diagnosis
Less than high school							0.17	(0.01)	0.15	(0.01)	0.23	(0.01)	0.27	(0.01)
High school							0.17	(0.01)	0.16	(0.01)	0.22	(0.00)	0.27	(0.01)
Some college							0.19	(0.01)	0.21	(0.01)	0.24	(0.01)	0.27	(0.01)
Bachelor’s degree							0.18	(0.02)	0.21	(0.02)	0.24	(0.01)	0.23	(0.01)
Difference: diagnosis – no diagnosis
Less than high school							−0.03	(0.03)	0.05	(0.04)	0.00	(0.03)	0.02	(0.03)
High school							0.03	(0.03)	0.05	(0.03)	−0.02	(0.02)	0.00	(0.03)
Some college							0.04	(0.05)	0.03	(0.05)	−0.03	(0.03)	0.01	(0.04)
Bachelor’s degree							0.15	(0.07)	0.03	(0.06)	0.07	(0.03)	0.03	(0.04)

Note. Each regression model controls for the variables included in Tables 3 and 4, respectively.