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WGU D188 Task 2 Passed Guide (2026) – Collaborative Leader | Professional Development

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Instant PDF download for WGU D188 The Collaborative Leader Task 2 (Passed): Contributing to the Professional Development of Colleagues. Rubric-aligned guide with step-by-step outline, needs assessment ideas, PD goals and activities, implementation plan, feedback/coaching strategies, sample wording you can adapt, and a final checklist to submit confidently for the 2026 term. WGU D188 Task 2, D188 Task 2 passed, The Collaborative Leader D188, WGU D188 guide, professional development plan, contributing to colleague development, D188 Task 2 rubric, D188 Task 2 template, WGU performance assessment D188, teacher coaching strategies, PLC professional learning, adult learning theory education, PD needs assessment, PD goals and outcomes, mentoring colleagues WGU, instructional leadership task, feedback and coaching plan, D188 submission checklist, WGU passing guide PDF, D188 task support, WGU Task 2 PDF

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D188
The Collaborative Leader

TASK 2 – Passed
Contributing to The Professional Development of
Colleagues

Western Governors University

, Allison Fry

D188 Task 2


A. School Need: Our school has an instructional need for professional

development in math interventions.

1. Data: The data that assisted in drawing this conclusion comes from

NWEA, progress monitoring and teacher information from the district

about 3rd graders M-STEP scores.

School Data from NWEA Math

Percentile Range <21% 21-40% 41-60% 61-80% >80%

Percent of 24% 28% 16% 20% 12%
Students in
Range


This data shows that over 50% of students are in the 40th percentile or

lower in mathematics achievement on the NWEA. This shows a huge

need for professional development in math interventions to assist students

in achieving growth and improving scores.

2. Impact on School Effectiveness:

a. Closing Learning Gaps: Professional development in quality

mathematics interventions will close learning gaps and assist

students in growing foundational mathematical skills regardless of

students' prior mathematic experiences or personal backgrounds.

Students who receive quality mathematics interventions as early as

possible are less likely to fall behind or be recommended for

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