Mathematics

The ET (embedded tutoring) program was not sustained after the 22-23 academic school year.  Student surveys from Spring 22 report 62% of respondents say having an embedded tutor helped them feel comfortable asking for help; 60% of respondents report having an embedded tutor deepened their understanding of course topics and concepts; 49% of respondents report the embedded tutor improved their critical thinking skills.

When finding derivatives using the chain rule, a common student error is to "forget the chain".  By visually confirming the derivative equation they calculated matches the derivative graph generated by Desmos, students can confirm correct rule choice and correct application of rules.  If the graphs don't match, students can then make small changes to their equation until the derivatives match.

In conjunction with the 4DX campus initiative and the EMCC Super Goal #1, the math division developed the following WIG:  To contribute to closing the equity gap and improving a student’s sense of belonging, the Mathematics Division will increase the student’s response average on the twenty questions of the Classroom Community Survey (Rovai, 2002) from a 2.2 to 2.5 by December 2021.  Residential faculty reported what types of activities/practices were implemented in their classes to increase a student's sense of belonging.  Students reported an average

This assessment assesses the CLO of "Students will pick the most appropriate tool/technique to solving a problem" as well as the ILO of written communication. 

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 STEM program has grown over the past two years, and has caused an increase in tutoring support for Calculus, Physics, Chemistry, and Biology courses. With the implementation of the STEM journal, students are able sufficiently prepare for their courses. The STEM tutors of the Academic Success Center are able to share helpful information and insight, for they went through the same courses and instructors as our current students.

The purpose of this CATS is to explore student withdrawal rates and exam scores from six MAT151 courses across two semesters to determine whether Video Lessons or Journal Entries appear to lead to greater student course retention and improved learning.  

See comments for update to close the loop.  

Update: In Fall 2020 and Spring 2021, I continued to use the scaffolding handout that addressed conceptual understanding of limits at infinity (as described in this CATS). This handout addresses EMCC's ILO of critical thinking along with the CLO of choosing the most appropriate tool/technique to solve a problem. In both Fall and Spring semesters, I had similar results with roughly 75% of students (both semesters) answering the limits at infinity question correctly on the final.

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?

The Academic Success Center (ASC) provides drop-in person tutoring services for mathematics courses at Estrella. On occassion, the ASC holds study sessions for students in nearby classrooms for a more focused, enclosed tutoring session to support students with rigorous topics or upcoming exam reviews. Starting this semester, the sections of College Algebra decided to conduct two major exams and a final based on the course curriculum of MAT151. To help support this endeavor, the tutors of the ASC were prepared to assist students with these major exams. 

Differential Equations is a foundation mathematics class for all Engineering. Many STEM students who major in Engineering will be taking this course at Estrella. Laplace Transforms are part of the MAT276 curriculum and is widely used in the field of electrical engineering. The Academic Success Center provides tutoring support services for STEM courses through in-person tutoring, group study sessions, and content guidance. 

The Academic Success Center provides in-person tutoring for STEM courses which includes Calculus, Physics, Chemistry, and Biology. Due the discontinuation of Developmental Education courses, there has been a shift in tutoring demand for Gatekeeper and STEM courses in semester Fall 2019. With the collaboration with STEM faculty, the ASC is developing and experimenting new intiatives on how to support the increase in demand of tutoring for these subjects. 

The program was held during a five week summer session. Twelve students met Monday through Thursday for Math 151 College Algebra/Functions, followed by one hour of tutoring. Students also met Monday through Wednesday for CPD115, Creating College Success in STEM. Every Thursday, students had the opportunity to partake in hands-on STEM workshops and programs, meet current and/or former STEM students, meet with different community professionals to explore the different careers in STEM, and learn about the different supportive programs, such as undergraduate internships.

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.