In Fall 20, math courses transitioned to a Live Online format versus traditional online. Faculty spent the summer frantically learning technologies and strategies through workshops, brainstorming sessions, and social media. Math faculty also trained one another on Zoom/Webex, NearPod, and Whiteboard.fi with a common goal - to learn and implement new tools in the virtual environment to keep students engaged; increasing student success and persistence.
Update (1 week after CATS was originally submitted): After submitting this CATS, students began learning about Power Series (which is one reason to learn Convergence/Divergence of series discussed in this CATS). WIth the scaffolding handout, they were able to come up with how to deteremine convergence/divergence of Power Series on their own! Again, I typically have to do a lot more lecture, but I didn't. The scaffolding handouts layed the ground work for this next section, and the students were highly engaged, talking, collaborating, and coming up with concepts on their own.
The Life Sciences Division created a divsion level assessment. Though some biology courses were not able to complete the assessment due to the COVID19 response, results show an increase in score from lower level biology courses to higher level courses.
Angela McClure and I worked on this as part of our calc I/phy I learning community. She and I plan to re-evaluate this in the Spring and I will also try this in the other learning community. I will be reaching out to some of my calculus colleagues to see if they are interested in trying this with some of our exams that are more "skill" based an not conceptual. Angela mentioned possibly looking into doing something like this with vectors in PHY121. Is this worth the time and effort with doing this? Are students willing to take advantage of this opportunity?
I am hoping that having this extra practice and group work in the long run strengthens not only their ability to do derivatives but also their algebra skills. Unfortuantely I do not have enough time in one semester to do this in every topic we cover, so I am hoping to come up with more creative ways to have them do this practice outside of class, that does not make them complain to me that I am giving them too much homework.
The purpose of this CATS is to really dive into one concept and try to figure out what students don't understand about basic integration. Why is everything u-sub? After each WU, I will use the information to write another WU to go further into the issues students are having. The goal is to come up with a set of questions/problems that students have to do which "attack" a concept from multiple directions. If I can cover the concept in many different ways and variations, I hope to fill any and most gaps students may have in their understanding of basic integration.
Please note: From speaking with faculty in the prerequisite coureses, they are incorporating reviews of rules of exponents and fractions. But, at what detail and how, I am unsure. Hopefully with the creation of SLOs and having Guided Pathways, we can come up with some activities and best practices as a group to help students understand these two concepts better. I am not happy with the idea of just accepting that students will not be able to integrate a fractional problem that requires rules of exponents. There has to be something out there to help our students be successful with this.
In fall 2010, I wrote a workbook to replace the $250 textbook. Please note: I do not receive royalties from this workbook. The workbook (wb) was used in the calculus/physics learning community as well as traditional calculus classes by me only. Over the years, I have made modification to the wb. As I became more comfortable with the flow of the course, changing my pedagogy and curriculum because of what I have learned from Dwain and Angela in the learning community, and really starting to grasp where students struggle and why, I adjusted the workbook.