- Conference Session
- Mathematics Division (MATH) Technical Session 3
- Collection
- 2024 ASEE Annual Conference & Exposition
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Alberth Alvarado, Universidad Galileo; Jose Roberto Portillo, Universidad Galileo; Byron Haroldo Linares Roman
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Mathematics Division (MATH)
its purpose and value is crucial. Thus, establishing how badges serve as a solution to an instructional or curricular problem must be communicated to faculty and students from the beginning of the implementation process. Additionally, the FSBPI suggests that demonstrating to faculty and students how badges can be shared externally may foster a broader understanding of their value. Finally, to guarantee the success, sustainability, and potential scalability of the badge architecture, the FSBPI recommends designing and incorporating a comprehensive evaluation and a revision plan. This plan must include instructors and teaching assistants (TA) continuous training to ensure grading consistency
- Conference Session
- Mathematics Division (MATH) Technical Session 3
- Collection
- 2024 ASEE Annual Conference & Exposition
- Authors
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Julia Spencer, University of Virginia; Megan Ryals, University of Virginia; Gianluca Guadagni, University of Virginia
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Diversity
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Mathematics Division (MATH)
of lesson plans. While we had originally planned to do a full implementation of theIODE curriculum in Fall 2020, due to the pandemic and classes being online, we waited untilFall 2021, when classes resumed in person, to fully implement the new curriculum and collectdata for comparison to Fall 2019.In Fall of 2019, each class started with a lecture going over the topic for the day, followed bytime in class for students to complete problems by mimicking examples from the instructor hadjust worked. Sometimes, a small portion of the lecture would be dedicated to why the giventechnique worked. However, the focus was on what to do rather than why it worked.The IODE curriculum implemented in Fall 2021 covered largely the same topics as Fall 2019
- Conference Session
- Mathematics Division (MATH) Poster Session
- Collection
- 2024 ASEE Annual Conference & Exposition
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Djedjiga Belfadel, Fairfield University
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Mathematics Division (MATH)
in preparatory worksheets before class and programming assignments alignedwith lectures and PLG sessions. Additionally, the curriculum integrates online self-pacedtraining auto-graded modules from the MathWorks platform.The course's unique design, combining MATLAB programming with mathematical analysis in acondensed half-semester each presents both advantages and challenges. It offers an efficient wayto cover essential topics rapidly, emphasizing the practical application of programming tomathematical concepts. This approach necessitates precise curriculum planning to ensure contentis both deep and manageable within the limited time, requiring strategies that maximize learningoutcomes and thoughtfully designed assessments to accurately gauge
- Conference Session
- Mathematics Division (MATH) Technical Session 3
- Collection
- 2024 ASEE Annual Conference & Exposition
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Carl Boyet, Louisiana Tech University; Jonathan Walters, Louisiana Tech University; Christian Smith, Louisiana Tech University
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Mathematics Division (MATH)
shown more positive results [10] [11][12]. Future studies comparing students who are recommended placement in Precalculus onentrance exams but are allowed to start in Calculus I by AP or transfer credit with those who startin Precalculus may be used to further evaluate the effectiveness of the curriculum and examinethe necessity of a precalculus course. A deeper look at the relationship between performance inPrecalculus and the freshman math sequence with graduation and retention rates for engineeringstudents at Louisiana Tech University is also planned. Despite no change in performance insubsequent calculus courses, enthusiasm among faculty for the pilot led to full adoption in fall2023 with the goal of further refining the curriculum and
- Conference Session
- Mathematics Division (MATH) Technical Session 1
- Collection
- 2024 ASEE Annual Conference & Exposition
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Meiqin Li, University of Virginia; Heze Chen, University of Virginia
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Mathematics Division (MATH)
-routinized plans for mathematical education. students make and the need for problem-solving. flexibility in problem-solving. [46] Student-generated everyday examples Identified codes related to vector Limited direct relevance to for basis and their use of metaphors relations and characteristics in engineering students; more like travel and building in everyday examples. suited for mathematics understanding vector spaces. education. [47] Student reasoning about linear Identified hub concepts like More applicable to
- Conference Session
- Mathematics Division (MATH) Technical Session 3
- Collection
- 2024 ASEE Annual Conference & Exposition
- Authors
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Meiqin Li, University of Virginia; Stacie Pisano, University of Virginia; Jennifer Felder Marley, University of Virginia; Anne M Fernando, University of Virginia; Lindsay Wheeler, University of Virginia
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Diversity
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Mathematics Division (MATH)
interventions designed to improve student persistence across all student groups. Perhapsthe most relevant finding in support of the research discussed in this paper is that increasing thefrequency of asking students to retrieve precalculus skills improves their retention acrosssubsequent semesters, better preparing them for courses later in their plans of study and tocomplete their engineering degrees [8]. It should be noted that while that study investigated thefrequency of retrieval in a precalculus course, it follows that incorporating space retrieval withinlater mathematics courses would benefit students.Considering the impact of calculus courses on retention and persistence within engineeringprograms, there is a clear need for intervention
- Conference Session
- Mathematics Division (MATH) Technical Session 2
- Collection
- 2024 ASEE Annual Conference & Exposition
- Authors
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Olivia Ryan, Virginia Polytechnic Institute and State University; Susan Sajadi, Virginia Polytechnic Institute and State University
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Diversity
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Mathematics Division (MATH)
) onsiders pre-math-ready engineering students' outlook on their place in engineering C Transition Self related to their perceived identity and sense of belonging in engineering as they into transition into the major (ex: plans for their future career) Engineering efers to the help that pre-math-ready engineering students receive in engineering R (identity) Support related to identity formation as they transition into the major (ex: affinity groups) Describes the strategies pre-math-ready engineering students use to develop their