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Early Education & Development Individual Factors Associated With ...

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PROFESSIONAL DEVELOPMENT IN HEAD START REDI 417<br />

Downloaded By: [Pennsylvania State University] At: 15:23 17 February 2011<br />

paredness, and problem solving. The slope for language richness also indicated<br />

significant linear growth across the year (β = .12, p < .001), with observed scores<br />

increasing from M Sep = 2.78 to M Apr = 3.49. This indicates that coaches perceived<br />

an increase in teachers’ use of modeling, recasting, rich and varied vocabulary,<br />

elaboration, and decontextualized language to support children’s emerging language<br />

and literacy skills. Coach ratings of social–emotional support in the classroom<br />

also revealed significant linear growth (â = .14, p < .001), increasing from an<br />

average of M Sep = 2.80 to M Apr = 3.63 over the 8-month period. Coaches noted positive<br />

change in teachers’ use of feeling words in the classroom, encouragement in<br />

self-regulation of emotions, validation of children’s feelings, and modeling. Significant<br />

linear growth was also evident in coaches’ ratings of teachers’ sensitivity–responsiveness<br />

(β = .08, p < .001). The overall growth pattern showed an increase<br />

of M Sep = 3.42 to M Apr = 3.93, indicating that coaches noted increments in<br />

teachers’ engagement and warmth and responsiveness in interactions with children.<br />

Overall, these linear growth patterns suggest improvement from “sometimes”<br />

using the particular teaching strategies (3 = sometimes) to more routine use<br />

of the practices.<br />

Predicting Variations in Training Process and Training<br />

Content Outcomes<br />

Next we tested a series of models in which we added conceptually grouped sets of<br />

variables as predictors of variations in growth patterns. Tests of variance components<br />

revealed consistent but relatively modest variance around teacher-level<br />

growth terms (range = 2%–4%). <strong>With</strong> growth specified in models as a random effect,<br />

we tested whether a given set of predictors (e.g., professional characteristics,<br />

comprising education, training, and experience) accounted for variation in the typical<br />

growth pattern. The conceptually grouped sets of predictors were the measures<br />

of teacher characteristics (professional background, personal resources, and perceptions<br />

of work environment) and the measures of the training process (perceptions<br />

of intervention and engagement in consultation). Results indicated only two<br />

statistically significant predictors of variations in growth patterns out of a total of<br />

56 tests (14 predictors for each of the 4 outcomes), which is no more than one<br />

would expect by chance. This indicated that the measures of teacher characteristics<br />

and training process were not accounting for variations in growth across the eight<br />

monthly ratings.<br />

Given these null results for the prediction of variations in growth parameters,<br />

we proceeded to focus on the fixed effects of the predictors on the teacher-level intercept<br />

term. Tests of variance components revealed substantial variance around<br />

intercepts at the teacher level (range = 14%–35%, median = 21%) consistent<br />

across models. We centered the time variable at the eighth and final monthly rating<br />

so that the intercept represented end-of-year implementation quality. We present

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