final exam grade of 85%, theywill advance by half a letter grade. A whole letter grade will be advanced if they receive a 90%.Table 1: Final Grades Table Letter Grade Learning Targets All 10 Core Worksheets WebAssign assignments Completed (out Learning Targets Completed (out with at least of 28) Completed? of 36) A- 25 Yes 32 90% B+ 24 Yes 31 87% B 23 Yes 30 83% B- 22
with a lower GPA are more likely toopt for CR/GC/NC grading. Figure 1: Different races vs (a) fraction of APMA courses taken for CR/GC/NC (b) overall GPA.For the Spring 20 semester data, we also used k-Nearest Neighbor clustering, to predict whether students,who have taken at least 1 course from APMA, would choose at least one CR/NC (not necessarily APMA).The accuracy of our k-NN model is 76% despite our low sample size. This model includes all answersto survey questions and demographic and it is less interpretable.Section 2: Analysis of Majors of Survey ParticipantsWe specifically asked the students 1) if they faced problems due to the pandemic that made workingtowards their degrees difficult, 2) if they opted for CR/GC/NC because they were
sciences, 111(23), pp.8410-8415.[4] Johnson, R.T. and Johnson, D.W., 2008. Active learning: Cooperation in the classroom. Theannual report of educational psychology in Japan, 47, pp.29-30.[5] Ma, H., Guadagni, G., Pisano, S.N., Fulgham, B., Abramenko, M. and Morris, D.D., 2017,June. Redesign of calculus curriculum in engineering. In 2017 ASEE Annual Conference &Exposition.[6] Pisano, S., Ma, H., Fulgham, B., Guadagni, G., Morris, D.D. and Abramenko, M., 2018,June. Redesigning the Calculus Curriculum for Engineering Students. In 2018 ASEE AnnualConference & Exposition.[7] Hein, G. and Hamlin, B., 2001, June. Integration of Math, Physics and Engineering, A PilotStudy for Success. In 2001 Annual Conference (pp. 6-631).[8] Keynes, H.B. and
can reach out and see what’s going on.Table 3: Mapping from number of LOs mastered to final course grade. For LOs for which twochecks were required for mastery, earning one check was worth half a LO mastered. # of LOs mastered Course grade 12 D 12.5 C− 13 C 13.5 C+ 14 B− 15 B 16 B+ 17 A
worksheets of this unit increased significantly to 2.98. Topics 3(Applications of Angles), 8 (Congruent Triangles), 9 (Similar Triangles), 10 (Thales’s Theorem),15 (Applications of Right Triangles), 17 (Oblique Triangles), and 18 (Applications of ObliqueTriangles) required the students three or more attempts to show proficiency. In general,trigonometry is a high school subject disliked and mastered by very few students; while moststudents find it challenging, others strongly dislike it [16]. This perception may explain theoverall behavior of the students throughout this unit. b. Student’s PerceptionSeveral factors are critical in the design of a virtual course. For example, the quality of theeducational resources, the effectiveness of content
started to raise reflections about: (a) theobjective of the undergraduate program in which Mathematics is being taught; (b) how tomotivate the student of this undergraduate program to learn Mathematics; (c) how to link thisscience with the future profession of the student; (d) how Mathematics can contribute to theintegral formation of the student and, finally, (e) how this science can support thedevelopment of professional competences [16].In TMCC, the concept of competence is understood as “cognitive mobilization of theattributes of a professional to face a problematic situation by making use of the integration ofall their knowledge, skills, attitudes and values” [17].TMCC has a social nature, since it is concerned with teaching Mathematics for
Paper ID #37720Work in Progress: A Structural Change in Calculus SequencesMr. Mark Mixer, Wentworth Institute of Technology Mark Mixer is an associate professor in the School of Computing and Data Science at Wentworth Institute of Technology. After completing a B.A. from Dartmouth College, he received his M.S. and Ph.D in Mathematics from Northeastern University. His research is in the fields of group theory, graph theory, combinatorics, and discrete geometry.Deirdre Donovan, Wentworth Institute of Technology Dr. Deirdre Donovan is the Director of First Year Mathematics at Wentworth Institute of Technology. She is
Paper ID #37270Work in Progress: Uncovering Links between Mathematical Preparation andEngineering PersistenceDr. Mary E. Lockhart, Texas A&M University Mary E. ”Betsy” Lockhart, Ph.D. is a Postdoctoral Research Associate at Texas A&M University. Her re- search focuses on what factors influence diverse students to choose and persist in STEM. Particularly, she is interested in the development and cultivation of students’ STEM identities and the potential protective element these identities have in student retention. Dr. Lockhart graduated from Stephen F. Austin State University with a B.S. in Mathematics and
Paper ID #38683Experimental Centric Pedagogy as Scaffolding for a Better Understandingof Calculus in the Mathematics DisciplineTijesunimi Abraham Adeyemi, Morgan State UniversityDr. Oludare Adegbola Owolabi P.E., Morgan State University Dr. Oludare Owolabi, a professional engineer in Maryland, joined the Morgan State University faculty in 2010. He is the director of the Sustainable Infrastructure Development, Smart Innovation and Resilient Engineering Research Lab at Morgan State UniversityNeda Bazyar Shourabi, Pennsylvania State University, Berks CampusChukwuemeka DuruDr. Jumoke ’Kemi’ Ladeji-Osias, Morgan State University Dr
. It willcontain several fully worked example problems. The problems will contain the useof the above functions where students only use a calculator to calculate the firstthree terms given in the above formulas. It is intended only as a learning resourceand can be used by any math or engineering educator.The example problems will emphasize the use of the right triangle ratios b/c, a/c,and b/a as the dependent variable. Graphs of sine and cosine will also be givenwith the vertical axis labeled as y/A and x/A as opposed to simply y. It will beplotted this way, because students have difficulty understanding why the righttriangle length ratios simply disappear when graphing the trigonometric functions.This supplemental chapter will hopefully
never expected to be able to get from the program arose. I feel confident that my timeworking alongside the students has taught me effective communication and instruction skills.Now, when the students reach out to me to ask for aid, I find that I am able to better oblige than Iwould have previously.”Peer Mentor B - “Being an SI leader has taught me more about myself than I ever thought itwould. Going through junior high and high school, I realized that I did not have to study muchor study at all to make the grades I wanted. This all changed when I started my freshman year inengineering. Everything started off great with classes, but I found that my biggest struggle wastime management. There would be weeks that I would have three big tests in a
MATLAB: (i) code core concepts. (ii) Matrices (5 hours) 2, Matrix Algebra Project 2: Encrypting and Decoding 3, Inverses 1, 2 by 2 & 3 by 3 determinant, cofactor expansion MATLAB: (i)code core concepts. (ii) Determinant (4 2, Properties of the determinant, eg, Project 3: LU Facorizationa and Steady hours) det(AB)=det(A) det(B) State Heat Flow Problem 3, Introduction of Cramer's Rule 1, Subspaces of R^n, 2, Basis and dimension
Paper ID #38193Introducing Omnifinites and the Arithmetic Errorless Infinity CalculatorHunter Christopher Fred, Western Kentucky University HUNTER C. FRED is a senior completing his Bachelor of Science degree in civil engineering from the School of Engineering and Applied Sciences at Western Kentucky University. Mr. Fred may be reached at hunter.fred689@topper.wku.edu.Ryan Bennett Greenwood, Western Kentucky University RYAN B. GREENWOOD is a senior completing his Bachelor of Science degree in civil engineering from the School of Engineering and Applied Sciences at Western Kentucky University. Mr. Greenwood may be