«gtgéfi.~x$~tz V *3"! a , z? fiwfw‘fimn J A. .? y . m M #15 rm- ~J'. 5.3 9 «'5'». “If ‘ '1. . :13 . f ‘ . 9 ._ . y! W: flag: t;- m w- a a .. - 9 n m... a h“; ‘ 12w W. 29.? *5! "1 . 3 V 1' I ~ '. .1153“, . 4 . , . , ,. ‘13. ‘ 'r.5nm wasnm 8 2.5.32 On 8 9.288 / no 3R o _ _ . _ _ _ _ 8 ~98 8.2 8.8 8.: are 8.2 8.8 v8 >uo ASA-«3 222 2 u .8 76 Reeeeren_Hynerne§ee_i_rnrengn_e. Zero-order correlations among all variables revealed significant positive correlations (n <.01) for the following variables: age and workforce tenure; age and career success; age and career self-efficacy; gender (female) and career self- efficacy. Significant positive correlations (n <.05) obtained between the following: gender (female) and age; and gender (female) and career success. A significant negative correlation (n <.05) obtained between education level and workforce tenure, and education level and gender. The latter result indicates that men have reached higher levels of education than did women in this sample. Workforce tenure and organizational opportunity were significantly positively correlated with career success, and with career self-efficacy at the n <.01 level. Job satisfaction showed significant (p <.01) positive correlations with organizational opportunity, career success, and career self-efficacy. See Table 4.12. 77 .326 a; n mosque: 38:8 .. 2.632... 023.263 >325 5.23.3 o. 533% a n o a m m u m m .3 a. >oe n. max .3 u. can .9 .8 a. s: .om: .8 i o m. mr in to. .8 to. a. .5 .8 .3 no» .2 .8 u. to x 8m .3 a m. com .3 nos .8: a. 0m .3: .3 .2 .8: .8 .8. .8... o. 02622.8 :8 in .8 :8 :3 .8 .3 .3 8. new .8: .3: nos .3: in .3. .2: an: nos :. .5 .9 a u .9 .9 ..8 .3: .8: ha: a s .6: 280.” com a use. 932 «8.5 . i... u Sense-8 43:3 " u M bu mr n magnate r23. 3 n .8328 033%.: : "a m .3 cm n 0932 9588 0mm u 0932 3336393 9.3382 .6 u .39 9:28:63 «2. 9.3.3 ooaee <53! 0.252. e n 39.6. a u meant 78 Dual-career status and congruence showed nonsignificant correlations with all demographic and theoretical variables, and with each other. This result was unexpected, since both were hypothesized to predict job satisfaction. To explore the significance of dual-career status in a different way, two levels of dual-career status (yes and no) were established. They were entered as separate predictors of job satisfaction, along with all other predictors, in new multiple regression equations. No significance was reached for either level of dual-career status. However, it was included in several other analyses mentioned below. Preparation for Multiple Regression Analyses Each predictor variable was regressed on a combination of all other correlated predictors to investigate for multicollinearity. Variables were entered in a forward fashion with an F-to-enter probability of .05. No regression coefficients were worrisome, with the exception of age regressed on workforce tenure (R2 -.73). These variables would be expected to covary, since length of time in the workforce would naturally increase with age. Age was omitted in a second analysis to compare the error term to the original regression model. If the standard error of estimate were greater in the model including age, that would argue for eliminating the age variable (see below, Tables 4.14 and 4.15). A normal probability plot of standardized residuals on the criterion variable, job satisfaction, revealed all points closely 79 clustered around the diagonal. A histogram of residuals approximated a normal curve. Five scatterplots were visually examined. These consisted of the five predictors correlated with job satisfaction, plotted against job satisfaction. In all cases, no gross non-linear trends were observed. Multiple Regressions Predicting Job Satisfaction gggg§;§h_flxpggh§§gfi_§_and_§. The first multiple regression analysis was computed using all predictor variables, entered in four blocks. The first block included all demographic variables: age, gender, education level, and dual-career status. The second block consisted of antecedent theory-predicted variables: workforce tenure, perceived opportunity, and career success. The two main theoretical constructs, career self-efficacy and congruence, were entered in the third block. This order was used as a conservative test of the main constructs: demographic and antecedent variables were allowed to account for as much variance as possible before self-efficacy and congruence were entered. Site was entered last, since location differences were of little interest. This analysis revealed (as expected from correlation tests) no predictive utility for dual-career status or congruence. T-ratios over 2.00 indicate significant slopes: only three variables--perceived opportunity, career success, and career self-efficacy--exceeded this value. The squared multiple regression coefficient (R2) for this model was .34. See Table 4.13. 80 Table 4.13 Hierarchical Regression Predicting Job Satisfaction: A Test of Site Predictor set & §§ g 32 E change chg Demographics .14 .02