EDUC 606 Learning Activity: Student Portfolio Assignment ✓ Solved

EDUC 606 Learning Activity: Student Portfolio Assignment Instructions

Portfolios can supplement grades and show supporting evidence of a learner’s achievement and growth. You will create a portfolio, establish rubric(s), and create a rating form. The portfolio must be created for a particular group of students in an authentic context.

Ideas for topics may include the following: math problem-solving ability, geography map skills, science problem-solving ability, writing proficiency, etc. Use the Learning Activity: Student Portfolio Template to complete this assignment. Refer to the Learning Activity: Student Portfolio Grading Rubric for explanations of each section. Refer to your textbook (Chapters 9-10) for additional information about Portfolios. Be sure to include a title page in current APA format.

LiveText Submission Exceptions: See the Course Syllabus and review the LiveText statement in the Course Resources section to determine if you are required to submit this assignment in LiveText in addition to submitting it in the course.

Paper For Above Instructions

Creating a portfolio as part of an educational activity presents a unique opportunity for students to showcase their learning, growth, and mastery of specific subject areas. In this assignment, we will develop a comprehensive student portfolio based on a defined educational purpose, establish clear rubrics for assessment, and create a rating form to objectively evaluate student submissions. This paper will outline the structure of the portfolio, the categories it will include, and the methods for assessing the collected work.

Educational Purpose and Cognitive Outcomes

The educational purpose of this portfolio will be to assess students' mathematical problem-solving abilities. This focus aligns with the Common Core Standards for mathematics, which emphasize critical thinking and problem-solving skills across grade levels. The expected cognitive outcomes for students include their ability to analyze mathematical problems, apply appropriate strategies for problem resolution, and communicate their reasoning effectively. By framing the portfolio around these cognitive outcomes, we aim to provide clear expectations and measurable learning goals for the students.

Written Directions

Clear written directions will guide students in completing their portfolios. Students will be instructed to include examples of their problem-solving abilities through various categories, including: (1) Basic Operations, (2) Problem Solving Strategies, and (3) Real-world Applications. For each category, students must provide at least two samples of their work, demonstrating their understanding and application of mathematical concepts. Additionally, students will be asked to reflect on their strategies and the reasoning behind their solutions, which will be articulated in a brief narrative included in each section of their portfolio.

Items in Portfolio

Three clearly defined categories will structure the portfolio to ensure comprehensive coverage of the subject area:

  1. Basic Operations: This category will include exercises based on foundational arithmetic operations, demonstrating a student's grasp of addition, subtraction, multiplication, and division.
  2. Problem Solving Strategies: Here, students will showcase their application of various problem-solving techniques, such as the use of diagrams, equations, or logical reasoning to tackle mathematical challenges.
  3. Real-world Applications: In this section, students will be encouraged to find and present real-world problems that can be solved using mathematics, highlighting the relevance of math in daily life.

Rubrics for Assessing Portfolio

An effective rubric for assessing this portfolio will consist of criteria that address the quality of all entries. The rubric will evaluate the clarity of explanations, the complexity of problems tackled, and the effectiveness of the strategies used. Key components of the rubric will include:

  • Clarity of Work: Ensuring that each submission is easily understandable and well-organized.
  • Complexity of Problems: Evaluating the sophistication of the mathematical problems included.
  • Reflective Thought: Assessing the depth of reflection provided in the narratives accompanying each section.

Rating Form

The rating form will consist of both a rating scheme, which quantitatively assesses the overall quality of the portfolio, and a grading scheme that quantitatively assigns a letter grade based on pre-defined criteria. The rating form will allow teachers to consistently evaluate each portfolio's entries against established benchmarks, ensuring fairness and transparency in the grading process.

Structure and Presentation

The portfolio will utilize a structured template that will highlight professionalism and organization. This will include a title page formatted in accordance with current APA guidelines, a table of contents, and well-defined sections for each category. All written content will be free from grammatical and spelling errors, reflecting a graduate level of proficiency. Furthermore, adherence to APA standards will include proper citations for any external sources referenced in the portfolio, ensuring academic integrity.

Conclusion

In conclusion, the creation of a student portfolio allows for the display of learning achievements in an engaging and meaningful way. By setting clear educational purposes, providing thorough written directions, and developing a structured assessment approach, we can effectively evaluate student performance and growth within mathematics. This structured portfolio process not only enhances students' understanding but also equips them with skills necessary for lifelong learning.

References

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  • Stiggins, R., & Chappuis, J. (2012). Elements of a Assessments System That Support Student Learning. Assessment Training Institute.
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  • Levy, Y., & Ellis, T. (2006). A Systematic Review of E-Learning in Graduate Education. Journal of Educational Technology & Society.
  • Darling-Hammond, L. (2006). Powerful Partnerships: A Teacher’s Guide to Engaging Families for Student Success. ASCD.
  • Cullinane, A., & Rinehart, D. (2016). Standards-Based Grading: A Case for Curriculum Design and Delivery. School Leader.
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