Table 1: Descriptive Statistics   Mean Std. Deviation N Cost   14906.51 2614.346 185 Age   73.25 6.430 185 risk 5.69 2.777 185 satisfaction 50.02 28.919 185

Table 1 indicates the descriptive statistics for both the dependent and independent variables. The means of variables, cost, age, risk, and satisfaction include $14906.51, 73.25 years, 5.69, and 50.02. The sample size used was 185.   

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Table 2: Correlations
  cost age risk satisfaction
Pearson Correlation cost 1.000 .279 .199 -.071
age .279 1.000 .152 .094
risk .199 .152 1.000 .037
satisfaction -.071 .094 .037 1.000
Sig. (1-tailed) cost . .000 .003 .169
age .000 . .019 .101
risk .003 .019 . .307
satisfaction .169 .101 .307 .
N cost 185 185 185 185
age 185 185 185 185
risk 185 185 185 185
satisfaction 185 185 185 185

Table 2 shows the correlation between dependent and independent variables. The outcomes show that there is a weak positive correlation between the cost and age; the correlation coefficient is 0.279. The correlation between cost and risk is also weak and positive; the correlation coefficient is 0.199. Finally, the correlation between cost and the level of satisfaction is weak and negative; the correlation coefficient is -.071.

Table 3: Model Summary
Model R R Square Adjusted R Square Std. Error of the Estimate Change Statistics
R Square Change F Change df1 df2 Sig. F Change
1 .336a .113 .098 2482.429 .113 7.692 3 181 .000
a. Predictors: (Constant), satisfaction, risk, age

From table 3, the R-Square is 0.113 showing a “Medium” effect size; therefore, the model attempt to explain much of the variance in the dependent variable.  The significant value from the analysis is 0.000 < 0.05; therefore, we reject that null hypothesis and conclude that the model is fit or significant. Given that the analysis was done at 95% level of significance, the null hypothesis is rejected when the significant values obtained are less than 0.05.

Table 4: Coefficientsa
Model Unstandardized Coefficients Standardized Coefficients t Sig. 95.0% Confidence Interval for B
B Std. Error Beta Lower Bound Upper Bound
1 (Constan) 6652.176 2096.818   3.173 .002 2514.825 10789.527
age 107.036 28.911 .263 3.702 .000 49.990 164.082
risk 153.557 66.685 .163 2.303 .022 21.978 285.136
satisfaction -9.195 6.358 -.102 -1.446 .150 -21.740 3.351
a. Dependent Variable: cost

From table 4, there is the indication of different unstandardized coefficients for the independent variables used in the study. A regression equation can therefore be formulated from the information given. Using the equation of


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