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SPSS Analysis on the Effect of Mental Health and Well-being in Low-Income Women

October 26, 2023
Alicia Harlow
Alicia Harlow
🇺🇸 United States
SPSS
Alicia Harlow is an SPSS Homework Expert with a master's degree from Durham University in the UK. With over 8 years of experience, she provides precise and insightful SPSS solutions to complex statistical problems.
SPSS
Key Topics
  • Problem Description:
  • Part 1: Multiple Regression Analysis
  • Regression Model Predicting Depression in Low-Income Women:
  • Part 2: Logistic Regression Analysis
  • Logistic Regression Results:
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This study involves two parts of Regression analysis assignment using SPSS data sets. In Part 1, we aim to determine the factors that predict the level of depression among low-income women using multiple regression. We focus on various predictor variables such as age, education, income, employment status, physical health, and mental health. The goal is to identify which of these variables significantly influence the level of depression in this sample. In Part 2 We explore the relationship between smoking status and health status in women while controlling for age and BMI through logistic regression. We are interested in understanding whether smoking affects women's health and to what extent, considering the other variables.

Problem Description:

Two distinct analyses are conducted to explore the factors influencing the health and well-being of women. Part 1 seeks to answer the question of which variables predict depression levels among low-income women. The dataset Polit2SetC in SPSS is utilized, and the analysis reveals that several predictor variables, including education, income, employment status, physical health, and mental health, significantly influence depression levels in this sample. Part 2, predicts health status, while controlling for age and BMI. The dataset Polit2SetB in SPSS is used for this purpose.

Part 1: Multiple Regression Analysis

Question: What variables predict the level of depression among low-income women?

Dataset: Polit2SetC in SPSS

Variables:

  • CESD: Depression Score
  • AGE: Chronological Age
  • EDUCATN: Educational Attainment
  • INCOME: Family Income Prior Month
  • WORKNOW: Current Employment Status
  • SF12PHYS: SF-12 Physical Health Component Score
  • SF12MENT: SF-12 Mental Health Component Score

Regression Model Predicting Depression in Low-Income Women:

Predictor VariablebStandard ErrorBetatp-value
Age0.010.050.010.190.85
Education-1.190.53-0.06-2.230.03
Income-0.000.00-0.08-2.080.01
Employment status-1.450.66-0.06-2.190.03
Physical Health-0.150.03-0.14-5.170.00
Mental Health-0.660.03-0.61-22.690.00

Results Summary: In this sample of low-income women, 5 out of the 6 predictor variables were significant predictors of depression levels, after controlling for all other variables in the model (F = 114.71, p < 0.01). Education (Beta = -0.06, p = 0.03), income (Beta = -0.08, p = 0.01), work status (Beta = -0.06, p = 0.03), physical health (Beta = -0.14, p < 0.01), and mental health (Beta = -0.61, p < 0.01) were significant predictors of women's depression levels. Higher education, higher income, being employed, and having better physical and mental health were associated with lower levels of depression. Age (Beta = 0.01, p = 0.85) was not a significant predictor in this sample. Women's mental health score was the strongest predictor of depression. In total, slightly less than half of the variance (adjusted R2 = 0.46, p < 0.01) in depression levels was explained by this set of predictor variables.

Part 2: Logistic Regression Analysis

Question: Does smoking status predict health status, after controlling for age and BMI?

Dataset: Polit2SetB in SPSS

Variables:

  • Dependent Variable: HEALTH (0 = Fair to Poor Health, 1 = Good to Excellent Health)
  • Independent Variables: SMOKER (Smoking Status), BMI (Respondent's BMI), AGE (Chronological Age)

Logistic Regression Results:

  1. In the logistic regression analysis, 869 cases were included.
  2. In the null model (Block 0), 71.3% of cases were correctly classified.
  3. In the null model (Block 0), 620 cases (100%) were predicted to be in good to excellent health.
  4. In the full model (Block 1), 71.8% of cases were correctly classified, with a marginal improvement.
  5. 245 cases were misclassified.
  6. 7 cases were predicted to be in fair/poor health but were observed to be in good/excellent health.
  7. 238 cases were predicted to be in good/excellent health but were observed to be in fair/poor health.
  8. The most common misclassification was overestimation.
  9. 98.9% of those observed to be in good to excellent health were correctly classified.

Results Summary: The purpose of this analysis was to determine if smoking predicts health status, after controlling for age and BMI. The odds ratio for smoking in this analysis was with a 95% CI). This suggests that, with other variables controlled, the odds of being in good/excellent health declined for women who smoked. Based on the CI, there is a reduction in the odds of being in good/excellent health at worst and a reduction at best for smokers. The 95% CI (does/does not) include 1.0, indicating (statistical significance/lack of statistical significance).

Of the three predictor variables in the model, smoking had the (strongest/weakest) effect on the odds of being in good/excellent health. The other variables had a smaller effect on the odds: BMI (OR = ?) and AGE (OR = ?). Thus, every unit increase in BMI was associated with a reduction in the odds of being in good health. Every year of advancing age was associated with a reduction in the odds of being in good health.

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