1. Active Learner Habits
One strength I bring to math class is my ability to participate in group and class discussions with insightful contributions. For example, in the last unit, I was able to explain unique approaches to challenging problems, extending our ideas and mathematical computation. Another main strength of mine is my habit of constantly broadening my learning through L4 challenges, and my courage to seek support from my peers and teachers when necessary. A third strength I bring to the classroom is my proactive preparation for assessments, whether they’re COLs or even L2 checks for understanding. By transcending the standard through extra work at home in order to self-assess my learning, I receive well (Meeting or above) scores on each assignment, which is a core highlight of my semester in IM8.
Area of Growth
One habit I want to improve this semester is my ability to justify claims using multi-representations of analysis, simultaneously utilizing precise mathematical precision rather than simply listing surface-level opinions. One other habit in terms of the active learner portion is how I organize my notes before assessments. I could definitely enhance on the quality of my note taking, as they influence my behavior in classwork, tests, as well as other academic sections in this course.
This is an area of growth for me because I can need to learn how to not merely evaluate calculations, but meanwhile also using the mindset of mathematicians through accurate diction and notation.
Plan for Growth
I will work on this habit by making sure that I follow cornell notes as my main format, as I feel comfortable with the strategy. It also aids me in lucidly organizing how efficient I review mathematical content, which can prepare me better for assignments in class.
One specific action I will take is to use the format (laying it out using rulers, etc.) beforehand. That way, I won’t be susceptible to forgetting during the actual note-taking.
2. Math Notation and Communication
Reflection:

Early notebook evidence:

My math work has improved because I’ve been able to box my answers, as well as use the concept of effective spacing to make note-taking more effective to understand personally.
3. Evidence of Understanding of Key Concepts

This example shows that I not only understand the standards, including statistical analysis and interpretation, but also can extend my learning by both attempting and succeeding in answering the L4 problem. This attests growth in my academic and mathematical journey because previously, I wasn’t able to think as critically accurate, and evidence of this COL serves as a basis for my improvement in this area.

This example shows that I examined the relationships between different variables, like the height and circumference. I also was able to label scatterplots with appropriate scales and accurately delineated associations. In addition, this shows growth because I was able to extend my learning by providing an alternate form of regression model, as the linear form wasn’t the best fit for the scatterplot data we collected. Thus, with the support of Desmos, I eventually figured out that quartic polynomials were most suitable for the data collection.
Final Reflection:
Overall, based on the two examples, my work demonstrates my ability to both meet the concepts through intricacy and precision, as well as develop my learning further through L4 challenges.




